tag:blogger.com,1999:blog-311899172024-03-16T11:52:46.606-07:00The Blog of PhyzHigh school physics education issues as seen by some American teachers: From content standards to critical thinkingDean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.comBlogger1113125tag:blogger.com,1999:blog-31189917.post-80156887058697873582023-12-03T16:58:00.000-08:002023-12-03T17:18:41.768-08:00SNL "Posters" - Marcello Hernández was cheated"Posters" has been a recurring skit on Saturday Night Live. It originally featured guest Emma Stone and cast member Pete Davidson, with additional cast members Mikey Day, Kenan Thompson, and Kate McKinnon. It seems to be resurrected whenever Stone hosts.<div><br /></div><div>Last night, "Posters" was staged again, this time with Marcello Hernández and Ego Nwodom alongside Stone, Day, and Thompson. The talking posters assured Hernández that physics was—in fact—relevant.</div><div><br /></div><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/ep33qKmJMhM?si=KMxrkM3YMIZCPBEP" title="YouTube video player" width="640"></iframe><div><br /></div><div>The punchline stinger at the end of the skit is always a graphic showing the subsequent failed exam.</div><div><br /></div><div>I posted the skit to Twitter/X (<a href="https://twitter.com/phyzman" target="_blank">@phyzman</a>) for the benefit of my #ITeachPhysics colleagues. Dan Burns (<a href="https://twitter.com/kilroi22" target="_blank">@kilroy22</a>) quickly noticed that Marcello actually got the correct answer on the most difficult question of the three shown, Question 3.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjGfy-R5RADog3ysY97BScDoNp21M9OtEY8rhLxIn4M0vKbDWcDF6hwtpP54Nqx-Lxj4hlZiIIFauuPuzHr7-YLIcqHAGVLLNiaLw5RtnScjBqvIyYROCJKOVvsrGZ3kU_I1z2menP9ezGcf0Tws94SNkZSd0dIF4QdX98S_aBpy0Gqm5ur3cD1Q/s2048/SNLpostersTest.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1152" data-original-width="2048" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjGfy-R5RADog3ysY97BScDoNp21M9OtEY8rhLxIn4M0vKbDWcDF6hwtpP54Nqx-Lxj4hlZiIIFauuPuzHr7-YLIcqHAGVLLNiaLw5RtnScjBqvIyYROCJKOVvsrGZ3kU_I1z2menP9ezGcf0Tws94SNkZSd0dIF4QdX98S_aBpy0Gqm5ur3cD1Q/w640-h360/SNLpostersTest.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div>The recoil height depends on the ball's recoil speed. Conservation of momentum for a perfectly elastic head-on collision with a twice-as-massive body is 1/3 of the impact speed. With 1/3 the impact speed, conservation of energy reveals the ball will rise 1/9 the launch height: 1/9 <i>h</i>. <b><i>Marcello's answer is correct.</i></b></div><div><br /></div><div>That made me take a look at Question 2. The road must exert a forward force to match the force of air resistance while also exerting a centripetal force equal to <i>mv</i>²/<i>r</i>. Taken together, the forward force and radially inward force result in <b>F(B)</b>. <b><i>Marcello's answer is correct on that one, too.</i></b></div><div><br /></div><div>Dan and I dismissed Question 1 as "not even wrong" since it's not even a physics question. It's a pure math question involving unit conversions. Invoking Avogadro's number in a <i><b>physics</b></i> exam is distasteful. </div><div><br /></div><div>If we allow this <i>faux pas</i>, 1/12 of Avogadro's number is 5 × 10²². Convert that from seconds to hours by dividing it by 3600 (the number of seconds in an hour). Convert that to days by dividing by 24. Convert that to the never-used-in-a-physics-class unit of weeks by dividing by 7. That's 8.26 × 10¹⁶ weeks. Not an option. So divide that by 52 to convert it to years. 1.59 × 10¹⁵. <b><i>Once again, Marcello's answer is correct.</i></b></div><div><br /></div><div>It's picking nits to complain that the formatting of Question 1's answer options don't match those of Questions 2 and 3. Or that X was used instead of the correct symbol, ×.</div><div><br /></div><div>Marcello aced this exam. Kudos to the talking posters. And who is Marcello's physics instructor?</div>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-10327723264489205832023-11-16T20:02:00.000-08:002023-11-16T22:08:27.132-08:00PSSC Film Archive posted on RedditIn retirement, I find moments of serendipity from time to time. While meandering the Interwebz looking for the source material used in <a href="https://www.teacherspayteachers.com/Product/Sketching-Electric-Fields-Job-10525729" target="_blank">a lesson on electric field lines</a>, I came across a Reddit post by user SchoggiToeff. They compiled a list of films produced for the <a href="https://en.wikipedia.org/wiki/Physical_Science_Study_Committee" target="_blank">Physical Sciences Study Committee</a> (PSSC) in the Cold War era that have survived through to the Age of YouTube (and The Internet Archive).<div><br /></div><div><b><a href="https://www.reddit.com/r/Physics/comments/162yl28/all_the_classic_pssc_physics_films_i_have_found/?onetap_auto=true" target="_blank">PSSC Films Available on the Internet</a></b></div><div><div></div><blockquote><div>The Physical Science Study Committee (PSSC) Films are a set of 53 films made in the late 1950 early 1960 for US high school physics. The films are also referenced in the Berkeley Physics Course, of which the 2nd book is the well renowned Electricity and Magnetism by Edward M. Purcell.</div><div><br /></div><div>While dated, the films are still educational and can bring some insight in various physical observations and phenomena. I personally like the Frames of Reference film.</div><div><br /></div><div>Unfortunately I could not find all of the films, thus the gaps. If you know other ones, please leave a comment. On the Internet Archive one can also find Italian dubbed versions. [u/SchoggiToeff on Reddit r/Physics.]</div></blockquote></div><div><b><i>Impressive work!</i></b> And a great way to while away an afternoon, checking out these old classics. Clips from many of these were restored and digitized around 1990 and released as <a href="https://www.ztek.com/physics/physics.html" target="_blank">Ztek's Physics: Cinema Classics </a>(P:CC). P:CC included clips from a host of other sources, too. It appears that project has gone dormant. I had P:CC on LaserDisc, and then on DVD, when I was still in the classroom.</div><div><br /></div><div>Here's one of the classic treasures you can find on the Reddit list. A popular favorite among physics instructors of a certain age.</div><div><br /></div>
<iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/lbnDSdrriGI?si=0v2DGB6nAeTXnfDM" title="YouTube video player" width="640"></iframe>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-80147313211461080292022-10-27T21:16:00.006-07:002022-10-27T22:40:28.754-07:00Chicago’s Most Haunted - Undead Edition<p>When I came across a credulous local TV affiliate news item in 2006, I immediately turned it into <a href="https://phyzblog.blogspot.com/2006/10/chicagos-most-haunted.html" target="_blank">a blog post</a>. But the Internet is ephemeral, and sometimes I like to solidify a lesson idea.</p><p>The original videoclip has long since disappeared from the web. And I fleshed out my lesson architecture to maximize efficacy.</p><p>The bit that aired on Chicago’s CBS affiliate, and it was … disappointing. My lesson amplifies the weaknesses credulously glossed over in the puff piece.</p><p>I found it to be a worthwhile Halloween-adjacent classroom activity. Watch the segment and see if it doesn't raise your skeptical spider senses. The classroom discussion was always great fun. Many high school students have pretty good BS detectors, and the written assignment gives them permission to tear this segment apart. </p><div class="separator" style="clear: both; text-align: left;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxyvURl7y8tfIFIzPUAOQodLC6CubNf-ZyphLzNejwTc7x1QRH1yh78455ndWR7Pv4pMMMmm2nGm60' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div style="text-align: left;">The video is low-resolution but usable: <b><a href="https://www.dropbox.com/s/zdi06tjfuca7jya/Chicago.mp4" target="_blank">Chicago’s Most Haunted</a> (mp4) </b></div><div style="text-align: left;">[I download any video I intend to use in class]</div><p>The student document can be found here: <b><a href="http://phyz.org/skepticism/Chicago.doc" target="_blank">Word</a></b> | <b><a href="http://phyz.org/skepticism/Chicago.pdf" target="_blank">PDF</a></b></p><div style="text-align: left;">Amusing notes:</div><div style="text-align: left;">• What is the licensure process required to claim the title of "psychic detective"? Extensive coursework? Rigorous field training? Grueling examination? No. Just calling yourself a psychic detective.</div><div style="text-align: left;">• What would it look like it you took a flash photograph at night when snow flurries were about?</div><div style="text-align: left;">• Where do stagehands smoke if they work in a non-smoking theater? What would it look like if you took a flash photo near those smokers there at night?</div><div style="text-align: left;"><br /></div><div style="text-align: left;">Actor, <a href="https://www.imdb.com/name/nm6301463/" target="_blank">Ken Melvoin-Berg</a>, operated "Weird Chicago" tours at the time of this segment's airing. Would he have any reason whatsoever to be less than honest about sensing ghosts on location?</div><div style="text-align: left;"><br /></div><div style="text-align: left;">I visited that alley years after this aired. I'd hoped to exorcise the ghost in the bricks with a wire brush and a bit of soap and water. Somebody had beaten me to it.</div>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-55859726551258948402022-07-24T19:28:00.003-07:002022-07-25T09:56:40.070-07:00Is a tape measure a constant force spring?<p>I recently came across a video of tape measures "racing" along a board of wood as they retract. Who doesn't love extending the tape as far as you can and recklessly letting it fly in? It obviously accelerates dramatically. Like any physics-minded person I got to wondering if the force is constant. How might we assess?</p><p>I'm home for the summer, a summer I desperately needed, and away from some of my usual tools. No probeware. No students to help. First I put a small bucket with a handle on a food scale from our kitchen. I extended the tape measure and used it to pull up on the scale. The force was somewhat constant, but not as steady as I would like. A force probe would have been handy to average many data points and see the force graphically.</p><p>Perhaps it would be simpler to measure acceleration, rather than measuring force directly. We could replicate the original video. But what about friction? I've also noticed that tape measures sometimes stick when used in this position. What if we pulled a cart of known mass and analyzed the video? The toy cars at my disposal were all too light—or had too much friction—to provide a motion that was slow enough and consistent enough to satisfyingly measure with the tools on hand.</p><p>But there it was staring me in the face: <b><i>the air hockey table.</i></b> I put the tape measure on its side, so that the weight of the extended tape doesn't cause it to rub as much against the tape (tape retracts more smoothly). Lego base plate floats beautifully on table. A few Lego bricks are placed on one end of the plate to hold the hook of the tape measure during retraction. </p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWzVXE9wQDfUtDGkk8CiIjnUZT69N3iVgNOoUnK0Zs-i1ulE80xl5UZ-b9oQAUMHNT7t_ulL_7ICMDbVsS5JYznkEiAreqjyQsKO9O5zcxV_ZnbMlNeqsbaRvsrqdoAzui6lXY5Hwn-_hJX9KwP3gbxMWVeiWwQtQLuJGe1XrIJvI2M6zSsQ/s4032/20220724_211337.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="3024" data-original-width="4032" height="481" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWzVXE9wQDfUtDGkk8CiIjnUZT69N3iVgNOoUnK0Zs-i1ulE80xl5UZ-b9oQAUMHNT7t_ulL_7ICMDbVsS5JYznkEiAreqjyQsKO9O5zcxV_ZnbMlNeqsbaRvsrqdoAzui6lXY5Hwn-_hJX9KwP3gbxMWVeiWwQtQLuJGe1XrIJvI2M6zSsQ/w640-h481/20220724_211337.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: left;"><span><span><a name='more'></a></span>An orange block is placed on center of the green base plate. The this provides clean distinct feature to define the object to track using the <a href="https://physlets.org/tracker/" target="_blank">free physics video analysis software, <i>Tracker.</i></a></span></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiV1OFmJ0BOzAMohiMcTOpFQ7m7xy4tSxrXHQmAfcYiLqGKOYXo5sTSlVx34ivkRmg-v69Ad40M6X7mUtK2PM3LT1xa3eFkwUWjzg_3kBy15Y7_ESS8tEkP7XD_V_wNZxnwOBsGf2jLXtJG5058Fswiqxwa2UlU6Va5SyMfMNCG7UkdGUQaeA/s4032/20220724_211345.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: left;"><img border="0" data-original-height="3024" data-original-width="4032" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiV1OFmJ0BOzAMohiMcTOpFQ7m7xy4tSxrXHQmAfcYiLqGKOYXo5sTSlVx34ivkRmg-v69Ad40M6X7mUtK2PM3LT1xa3eFkwUWjzg_3kBy15Y7_ESS8tEkP7XD_V_wNZxnwOBsGf2jLXtJG5058Fswiqxwa2UlU6Va5SyMfMNCG7UkdGUQaeA/w640-h480/20220724_211345.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: left;">The video, which was recorded at 1/8 speed or 240 frames per second, gave us 135 frames, for a motion that took place in just 0.56 seconds. The best part is that I only had to define the object in the first frame and Tracker took care of marking the position and time of all 135 frames. It only took a minute or two. </div><div><br /></div><div>This does work best when the object is very easy to "see" against the background. So when recording videos for physics analysis it is always best to think carefully about how the object of interest will look like like against the background. Also include a distinct object of known size for scale. While we are at it, the more perpendicular to the motion you film, the better. The wider then angular sweep of the motion, the more distorted measured position becomes from actual position. </div><div><br /></div><div>Here is a <a href="https://youtu.be/DO-MQIECvbA" target="_blank">video tutorial</a> on Tracker I made 11 years ago when I first discovered this amazing tool. [Holy Cow: 100,000 views!]<br /><p>So, was is constant force? What do you think? First the position <i>vs</i> time graph.</p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVrmEaO2zzU7JCTKRS415acv5xaG8eSLm3bSO0Du9G0VvspCt1dv6BcmFexi4T7W0RWkhQEaQN0wF1o99e2n0HAOuQ24plSv1Gff9Aq3v1YlxQEk-8YObFkRrKaCI3oxdRNCdF3UlUiOXRcHBW2cKVa6v_l1Ib8JujqdEJ7X5qVmQnfy0JBQ/s694/Position%20vs%20Velocity.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="631" data-original-width="694" height="582" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVrmEaO2zzU7JCTKRS415acv5xaG8eSLm3bSO0Du9G0VvspCt1dv6BcmFexi4T7W0RWkhQEaQN0wF1o99e2n0HAOuQ24plSv1Gff9Aq3v1YlxQEk-8YObFkRrKaCI3oxdRNCdF3UlUiOXRcHBW2cKVa6v_l1Ib8JujqdEJ7X5qVmQnfy0JBQ/w640-h582/Position%20vs%20Velocity.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: left;">Next the velocity <i>vs</i> time graph.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg91xRVIqOUtZo4mnd8GKC0QorI4N7AjFlE-PoY4GRLbeYuOUH5P2SZ3bJ3Gmc9hyPXp-BednwtBoPezmQxD1wuAQ9lhyEO8HKirQkVNfRFJPpmHo2J71IMurQVCfzsIjWAQNBrHqn-9JWHpLh-jhKdfM_4shMlr4Z9VUQynWU_QQM0SbBkxw/s706/Velocity%20vs%20Time.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="632" data-original-width="706" height="571" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg91xRVIqOUtZo4mnd8GKC0QorI4N7AjFlE-PoY4GRLbeYuOUH5P2SZ3bJ3Gmc9hyPXp-BednwtBoPezmQxD1wuAQ9lhyEO8HKirQkVNfRFJPpmHo2J71IMurQVCfzsIjWAQNBrHqn-9JWHpLh-jhKdfM_4shMlr4Z9VUQynWU_QQM0SbBkxw/w640-h571/Velocity%20vs%20Time.jpg" width="640" /></a></div><br /><p>That looks linear to me. Constant acceleration implies constant force. Now this is only one trial. Had I more time and resources, I would love to repeat for different masses. Perhaps someone with a dynamics cart can give it a go. I've love to plot acceleration vs 1/mass. If the force is truly constant we should get a slope equal to that constant force.<br /><br />I'm still learning about constant force springs, which I was unaware of until the other day. They seem to be in all sorts of devices like tape measures, door closers, and cable retractors. My understanding is that they are constructed from a pre-stressed ribbon of spring steel that is wrapped around a drum. There are many videos showing tape measures being pulled apart to repurpose the coiled ribbon. This was a satisfying little investigation that might be fun to do with students.</p><p>Finally, here is the <a href="https://www.dropbox.com/sh/2m3ckyvorlxn0ab/AACQpf6HLDK7AefbxKBe5Ul8a?dl=0" target="_blank">tracker file if interested</a>. And a video of the experiment.</p><div class="separator" style="clear: both; text-align: left;"><iframe allowfullscreen="" class="BLOG_video_class" height="360" src="https://www.youtube.com/embed/EhQBkhMRnEo" width="640" youtube-src-id="EhQBkhMRnEo"></iframe></div><p>~ Dan Hosey</p></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-50605504836699262382022-06-20T13:11:00.002-07:002022-06-20T13:11:35.968-07:00Heterogeneous Lab Groups<div><i>Rationale and method for creating lab groups that consist of four students, each from a different performance quartile</i></div><div><span style="font-family: inherit;"><i><br /></i></span></div><div><span style="font-family: inherit;"><b>Paperwork Reduction</b></span></div><div><span style="font-family: inherit;">Most teachers don’t want to painstakingly grade every lab report from every student in each physics (or any science) class. Students within a lab group tend to produce highly similar lab reports, anyway. You really don’t need to look at more than one lab report from each lab group.</span></div><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;"><b>Limited Engagement?</b></span></div><div><span style="font-family: inherit;">Each student should be fully engaged in the lab activity and feel invested in writing his or her own report. So don’t allow each group to produce one report to be turned in. Each student needs to be responsible for completing his or her own report.</span></div><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;"><b>No Group Member Left Behind</b></span></div><div><span style="font-family: inherit;">Pick up one report from each group. But do so only when the activity is over and all the reports are complete. Let the students know which group member is to turn in the lab no sooner than the time at which the report is to be turned in. Brighter, faster students cannot race ahead of slower students since it may well be one of the slower students whose report will be graded.</span></div><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;"><b>No Cliques</b></span></div><div><span style="font-family: inherit;">Students naturally prefer to sit with their friends. This doesn’t always yield the best results. As the grown-up in the room responsible for the instructional program, you have the freedom (if not the obligation) to improve the environment. Here’s how you can create lab groups consisting of students from across the performance spectrum within the class.</span></div><div><span style="font-family: inherit;"><br /></span></div><div><b><span><a name='more'></a></span>The Process for Creating Heterogeneous Groups</b></div><div><span style="font-family: inherit;">Once you have some classroom performance data on your students (quizzes, tests, labs), sort them from top student to bottom. Then break the class into quartiles.</span></div><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;">Let students within a single quartile populate distinct lab groups. You can do this and still allow students some level of choice in where they sit. Here’s how I do it.</span></div><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;">I might have 32 students in a class. So they break up into quartiles of 8 students. While the students stand in the back of the room, I’ll read off the names of all the students in one of the quartiles and tell them to take up positions in different lab groups from each other. At this point, each lab group has one member. Repeat with the other three quartiles. For privacy reasons, it is best that the students don’t know the scheme, so be random in your ordering of the quartiles (don’t start with the 1st quartile and end with the 4th; try 2nd-4th-3rd-1st, for example). The process takes only a few minutes.</span></div><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;">The end product is that each group has a student from the 1st, 2nd, 3rd, and 4th quartiles. Each group is heterogeneous in terms of class performance.</span></div><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;">The geometry of my classroom seating arrangement makes it fairly simple to assign each seat within a group a number between 1 and 4. Each student knows his/her seat number.</span></div><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;">When it comes time to pick up a lab report, I randomly generate a number between 1 and 4. The number that comes up is the seat number of the student who turns in the lab.</span></div><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;">The turned-in lab is decided by seating location. You most certainly don’t want to say anything like, “Would the smart student in each group please turn in his/her lab report.” Students should have no idea which quartile they’re in.</span></div><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;">So the turned-in lab report may come from the top student in the group, and it may come from the bottom student in the group. Either way, every member of the group will be given the score earned by the turned-in report.</span></div><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;"><b>Time to Regroup</b></span></div><div><span style="font-family: inherit;">A legitimate student concern arises if someone in the group is not a team player. Counsel any such student if the behavior is observed. Also allow for quartile-based regrouping at regular intervals. I regroup my classes every 20 class days, using updated performance data.</span></div><div>___</div><div><br /></div><div><b>Update</b></div><div>I developed this process in the early 2000s. In the 2010s, I found myself preferring post-lab quizzes to grading lab reports. But I continued with heterogeneous lab groups and the monthly churn.</div><div><br /></div><div>Sometimes students maintained their performance level status and worked to remain in their lab group through the churn. This didn't bother me per se, but sometimes I wanted a more thorough churn. To force a complete churn (your new group has none of your old partners), try this:</div><div><br /></div><div>Make each "seating group" (in my case, eight students) out of two existing lab groups. For me: Seating Group 1 was Lab Groups A + B, Seating Group 2 was Lab Groups C + D, etc.. At the end of the process (for a 32-student class with eight lab groups), no one is in a new group with an old member.</div><div><br /></div><div>Other randomizing variations is to sort the roster by student ID number, and create seating groups from that list.</div><div><br /></div><div><b>Homogeneous Lab Groups (in May)</b></div><div>On the final churn of the year, I imposed the seating chart. And I flipped the script completely. I sorted my roster by performance and divided them four students at a time. I put the top-performers in the back of the room and the bottom performers in front. Again: no disclosure of what, exactly, I was doing and why.</div><div><br /></div><div>But those groups were collections of students that may have never worked together in class before. Or sat where they had before. Whatever lab group dynamic might have settled in for some students was disrupted a bit in May.</div>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-27616690233747900852022-06-16T09:35:00.001-07:002024-02-28T16:52:13.997-08:00Test Correction Mastermind<div style="text-align: left;">I clearly wanted to turn assessments (summative assessments, mind you) into learning tools, as evidenced by <a href="https://phyzblog.blogspot.com/2022/06/test-correction-journal.html" target="_blank">Test Correction Journals (see previous post).</a> But I wanted to do it differently in my AP Physics classes. Some students in AP Physics 2 had been in Physics, so TCJs were old hat to them.</div><div style="text-align: left;"><br /></div><div style="text-align: left;">So I developed Test Correction Mastermind for my AP students. The broad goals are the same: get students talking to each other about test items with the possibility of some sugar (points) at the other end if they got the questions sorted.</div><div style="text-align: left;"><br /></div><div style="text-align: left;">As was the case for TCJs, this activity is done well after the test has been administered in class and the make-up window has closed. This time, I give each lab group (3 or 4 students) a blank BairdTron and a copy of the test. Again there are 4 forms and I give different groups different forms. The questions are all the same, but scrambled differently. Different forms in adjacent groups minimizes the value of conversations overheard between neighboring groups. </div><div style="text-align: left;"><br /></div><div style="text-align: left;">The objective is to complete the test as if it were a group activity. But each group is in competition with all the other groups to get the top score (20 multiple choice items on the AP unit tests, and one free response—the free response isn't part of the TCM).</div><div style="text-align: left;"><br /></div><div style="text-align: left;">The reward structure is as follows: each member of the group gets a point for every correct answer above 15 (P=score–15). The top-scoring team members get 4 more points on top of that; second place folks each get 2. At most, a student could add 9 points to their test score. Among AP students in whom competitiveness is sometimes strongly expressed, 9 points is plenty.</div><div style="text-align: left;"><br /></div><div style="text-align: left;">When about 20 minutes of class time remain (57-minute periods), I rattle my <a href="https://remo.com/products/product/spring-drum/" target="_blank">thunder drum</a> and announce the "The oracle is now open for 5 minutes!" Group members submit their BairdTron for scoring and return to their group. I tally up the number of incorrect answers, write that number on their form, and call them back to retrieve the scored document. </div><div style="text-align: left;"></div><blockquote><div style="text-align: left;">I do not indicate <i><b>which</b></i> items are incorrect, only the total number of items they answered incorrectly. </div><div style="text-align: left;"></div></blockquote><div style="text-align: left;"><span><a name='more'></a></span>The group now has a chance to switch as many answers as they please for a few minutes. Which ones to switch or whether to switch any of them? That's for them to decide.</div><div style="text-align: left;"><br /></div><div style="text-align: left;">When 5 minutes remain, I rattle the thunder drum again and collect all the BairdTrons. In the last few minutes, I answer as many questions as they pose. (They still have their test forms.) "What was #7 on form Z?" "The answer was B." Expressive reactions ensue. When the bell rings, all the test forms are returned to me and the thunder drum is stowed.</div><div style="text-align: left;"><br /></div><div style="text-align: left;">Some groups get all 20 correct in the "Oracle Review". Those poor souls must entertain themselves for the remainder, as I do not return their BairdTron to them for refinement. In the event of ties, the 4+2 bonus points are divided.</div><div style="text-align: left;"><br /></div><div style="text-align: left;">I was very happy with this activity. Students argued the physics with passion and urgency. They were highly engaged, despite playing for a relatively small reward. There is some stress in that time is limited, and groups can't spend too much time arguing over any one problem if they are to cover all 20. This is an activity I don't think would be suited for my regular Physics classes. But in AP, it worked great.</div><div style="text-align: left;"><br /></div><div style="text-align: left;">You might worry that one group might have a distinct advantage over others by self-selecting into a super-brainiac group, depriving other groups of their genius. Not to worry; I kept the groups as heterogeneous as practicable. </div><div style="text-align: left;"><br /></div><div style="text-align: left;">But that's a topic for a different post. <i>Coming soon.</i></div>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-13466253538034682442022-06-15T14:13:00.005-07:002022-06-15T16:18:06.995-07:00Test Correction JournalAssessments: quizzes, tests, exams. There is a big part of the teacher's soul that hates these things. We love our subject matter and love sharing it with our students. We love it when our students are engaged with our subject matter and learning.<div><br /></div><div>Tests? What a chore. You need to construct them. You need to administer them, You need to grade them. Yuck. Yuck. And yuck.</div><div><br /></div><div>Construction: what should be assessed and how? Is that question too hard or too easy? Administration: to what extent can cheating be prevented and how much energy is that going to cost? Grading: do you hate multiple choice or do you hate hours upon hours of grading?</div><div><br /></div><div>To students, assessments may seem like nothing other than punishment.</div><div><br /></div><div>Of late, there has been much examination of grading. Anything smacking of "traditional" is guaranteed to be on blast in Teacher Twitter. Some teachers have gone all in on <a href="https://www.teacherease.com/standards-based-grading.aspx" target="_blank">Standards Based Grading</a> and are eager to evangelize that movement. Others are all for <a href="https://www.jessestommel.com/ungrading-an-introduction/" target="_blank">ungrading</a>, and are keen to share The Good News about that with anyone who will listen.</div><div><br /></div><div>Having given my first assessments in 1986, I grant myself a modicum of "old curmudgeon" license. I don't recall much talk about SBG or ungrading on Twitter back then, mostly because there was no Twitter. Web 1.0 was still in the future (it exploded in 1995). If it was talked about at the conferences (national or local AAPT), those conversations eluded me. Should I have jumped on the SBG or ungrading bandwagons as soon as I heard from proponents? Maybe. My own district was pushing Myron Dueck's Learning Targets hard.</div><div><br /></div><div>My aversion to going with anything that I deem to be trending may well be a character flaw, and I own it. I was very late to listening to anything by Norah Jones because her album was plastered all over the record stores. (Remember record stores? Yes, I'm that old.) If she was that popular, she wasn't for me. I figured it out eventually.</div><div><br /></div><div>In any case, here's what I did with Physics unit tests in the vacuum of my own classroom kingdom.</div><div><br /></div><div><span><a name='more'></a></span>A unit test would be administered at the end of each unit. The formula I eventually settled on was 18 multiple choice: 10 from the current unit, 4 from the previous unit, and the other 4 from older units. One problem where work needed to be shown. The test is valued at 100 points: 5 for each multiple choice and 10 for the free response problem. This composition is largely a matter of taste and you may well have a different formula. Topic for a different thread.</div><div><br /></div><div>Make-up window. Some students are invariably absent on test day. I was available on various days at lunch and/or after school. The availability schedule was posted and maintained in the front of the classroom on a board so it could be seen from the back. The last day to make up a test was usually a week or so from the original test date. Students who failed to make it up within that window could still make it up, but at the end of the semester, with no Test Correction Journal opportunity.</div><div><br /></div><div>The first Test Correction Journal (TCJ) Day of the semester. When I mark student answer documents (my unpatented "Bairdtrons"), I simply make a slash through incorrect responses. Scores are recorded. For TCJ, each student is given their marked Bairdtron back. There were four versions: P, H, Y, and Z. Same multiple choice questions; different order. The free response problem was presented on the flatscreen, but there were four questions: P, H, Y, and Z. With four versions, no student is adjacent to anyone with his/her form in any direction. Note: TCJ Day is usually the day before the next unit test.</div><div><br /></div><div>Students are directed to group up by test form: P, H, Y, and Z. In a class of 32, there would be eight students in each group. I would then distribute one copy of the test per table (two students). Each student's task was to write a journal entry for each item they missed. Students who aced the test were there to assist those who did not. Anyone with entries to write needed to learn from neighboring classmates with the same form.</div><div><br /></div><div>The journal entry consisted of a complete, correct statement of the contents of the question. For a simple example, "Doubling the speed of an object quadruples its kinetic energy" was acceptable while "I picked A but the answer was D" was not acceptable. Numerous "Goofus and Gallant" style acceptable vs. not acceptable examples were supplied, described, and reiterated. It was impossible to over-emphasize the extent to which the multiple choice letter labels were irrelevant to the process. </div><div><br /></div><div>I was mostly silent during TCJs. I wanted students to engage <b><i>each other</i></b> with teaching and learning. I already had my chance.</div><div><br /></div><div>The other part of each journal entry was a reflection statement. Why did they pick the wrong answer? What went wrong? I assure students that the better their reflection, the less likely they are to miss a question like this in the future.</div><div><br /></div><div>When finished, students stapled their Bairdtrons to their completed TCJs. Between one TCJ Day and the next, I would review them for ... gird your loins here ... <b><i>compliance</i></b>. There—I said it. I am a monster. Students who produced complete and correct TCJs got ... no points whatsoever. I said I was a monster. What they did get was the chance to earn points that they missed back. But that will have to wait until the next TCJ Day.</div><div><br /></div><div>Subsequent TCJ Days: TCJ Quiz. Ten questions from the unit test (usually the 10 from that test's unit) are reformatted into a short quiz. Still four forms. At the beginning of class, TCJs are returned to students who completed them for a brief review. Mini Bairdtron answer forms are distributed to those students. A 10-question TCJ Quiz is then traded to each student in return for their journal. No aids (including calculators) are allowed during the quiz. Remember, this is now the third time they've seen each question. Granted, time has passed since the test and the journaling.</div><div><br /></div><div>While students complete the TCJ-1 quiz, the marked Bairdtrons for Unit Test 2 are handed back. I get my steps in!</div><div><br /></div><div>After all students are done with TCJ-1, students are directed to regroup by test form and test forms are once again distributed as described above. Students once again collaborate to complete their TCJ-2s.</div><div><br /></div><div>The needs-dependent reward, or why I never used district grading software. The TCJ quiz is marked. Students could score up to 10/10. Scores are entered into my Excel grading spreadsheet. Now for the points.</div><div><br /></div><div>The simplest way to describe the points earned is to say students can earn up to half the points they missed on the original unit test. Via TCJ, a 60 can be turned into an 80. A 98 could be turned into a 99. A 40 could be turned into a 70. You get the idea. The more you need, the more you can get.</div><div><br /></div><div>Excel subtracted the unit test score (say, 60) from 100 (so 40) then divided that by 2 (20). It then multiplied that by the quiz score divided by 10 (for example 8/10=0.8). In this case, (20x0.8=) 16 points would be added to the original score, turning that student's 60 into a 76.</div><div><br /></div><div>Did every student correctly complete their TCJ for every test? No, they did not. Those who did ended the semester with an A or a B, nearly to a person. Those who did not engage in TCJs ended the semester with Cs, Ds, and Fs.</div><div><br /></div><div>Students who engaged obviously reaped benefits beyond the points. But for academically motivated students, for better or worse, the points were what they were there for. I know it's awful to think of what we do as tricking students into learning against their will. But I <b><i>did</i></b> confess to being a monster.</div><div><br /></div><div>Funny story in the comments.</div><div><br /></div><div>These forms may or may not be useful.</div><div><br /></div><div><b><a href="https://www.dropbox.com/s/x4zkrfirv9noe5i/BairdTron.pdf?dl=0" target="_blank">BairdTron student answer document.</a></b> Not quite a Scantron, but if you print a bunch and cut them as guided by the marks, you can line up the completed forms for quick grading (in parallel?). Used for unit tests.</div><div><br /></div><div><b><a href="https://www.dropbox.com/s/joj88ecxx2i944v/TCJ%20BLANK.pdf?dl=0" target="_blank">TCJ Blank</a>.</b> Completely necessary? Probably not. But students find it helpful and it streamlines the compliance review process. Instruction reminders are embedded. Each form holds up to six journal entries.</div><div><br /></div><div><b><a href="https://www.dropbox.com/s/33oitnpplwmah9n/BairdTron%20mini.pdf?dl=0" target="_blank">BairdTron mini</a>. </b>Again, go at the photocopies with the paper cutter and you're good to go for the TCJ quizzes.</div>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com2tag:blogger.com,1999:blog-31189917.post-9216776778358881022022-05-06T09:42:00.000-07:002022-05-06T09:42:52.377-07:00Tangled Up With YouA theoretical physicist walks into a bar. Specifically, Jim Al-Khalili walks into a recreation of a in 1920s speakeasy where a prohibition-era band is performing. It's a scene from <i>The Secrets of Quantum Physics</i>, episode 1: "Einstein's Nightmare" in which quantum entanglement is the theme. While Al-Khalili lists a few details to chronicle the zeitgeist while enjoying a beverage from his table, the club's chanteuse croons lamentingly of a love she cannot leave.<div><br /></div><div>But careful observers quickly realize this is no ordinary torch song. It's infused with subtle physics cues. I appreciate the production team going the extra mile to create a gem that might be lost on many viewers. So after watching the episode, I hit the Internet to track down the details. </div><div><br /></div><div>Enjoy the fruits of my post-viewing web quest:</div><div><br /></div><div><b><a href="https://youtu.be/iN0f6VYesmk" target="_blank">Tangled Up With You by Eliza's Uncertainty</a></b></div><div><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/iN0f6VYesmk" title="YouTube video player" width="640"></iframe></div><div><br /></div><div>I found lyrics to Nick Goodman's ditty online. They had a few errors, so here's my corrected accounting. </div><div><br /></div><div><span style="color: #1155cc; font-family: inherit; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; font-weight: 700; text-decoration-skip: none; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;"><a href="https://soundcloud.com/nickgoodwinmusic/tangled-up-with-you" style="font-family: inherit; text-decoration: none;">Tangled Up With You</a></span></div><div><span id="docs-internal-guid-2b500d4c-7fff-1861-df24-56ff8c517fc2"><span style="font-family: inherit;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">You got a heart but there's no way of knowing</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">Can see where you are but can't see where you are going</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">And I'm stuck here still</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">I'm tangled up with you</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 10pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">I know I deserve you</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">I know you're my savior</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">But when I observe you</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">You change your behavior</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">So I'm stuck here still</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">I'm tangled up with you</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 10pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">This whole world can be...</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">So uncertain</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">But you can bet that I'll still be hurting</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">When you say our wedding vows to somebody else</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 10pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">Well I've seen some things</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">I've been around</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">But darling there ain’t a finer thing that I've found</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">I'll always be so tangled up with you</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 10pt;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; vertical-align: baseline; white-space: pre-wrap;">I'll always be so tangled up with you</span></p><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 6pt;"><span style="font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-position: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Eliza's Uncertainty - Voice: Eliza Shea, Bass: Misha Mullov-Abbado, Clarinet: Anthony Friend, Trombone: Vij Prakash, Guitar/Composition: Nick Goodwin</span></p></span></span><br class="Apple-interchange-newline" /></div><div>And I did manage to craft a <a href="https://www.teacherspayteachers.com/Product/The-Secrets-of-Quantum-Physics-8045032" target="_blank">question set for T<i>he Secrets of Quantum Physics</i></a>. Episode 1, "Einstein's Nightmare," gets us up to speed on quantum entanglement ("spooky action at a distance"). Episode 2, "Let There Be Life," takes us into the nascent world of quantum biology. Many people might not even know quantum biology is a thing.</div>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-77005874045919879882022-02-12T16:21:00.001-08:002022-02-12T16:21:49.186-08:00STEM communicators for the TikTok generationTwo media items in two days. Move over Neil deGrasse Tyson, Bill Nye, and Carl Sagan. Make room for The Next Generation.<div><br /><div style="text-align: left;"><a href="https://www.sciencefriday.com/wp-content/uploads/2022/02/drag-scientists.png" style="clear: left; margin-bottom: 1em;"><img border="0" data-original-height="527" data-original-width="800" height="422" src="https://www.sciencefriday.com/wp-content/uploads/2022/02/drag-scientists.png" width="640" /></a></div><div style="text-align: left;"><span style="font-size: x-small;"><i>Image: Science Friday</i></span></div><div><br /><div><b><a href="https://www.npr.org/2022/02/02/1077667303/the-drag-queen-of-mathematics" target="_blank">NPR's Shortwave Podcast (February 10, 2022)</a></b></div><iframe frameborder="0" height="290" scrolling="no" src="https://www.npr.org/player/embed/1077667303/1079715903" title="NPR embedded audio player" width="100%"></iframe><div>Science Friday (February 11, 2022)</div><div><b><a href="https://www.sciencefriday.com/segments/drag-artists-science/" target="_blank">Meet The Drag Artists Who Are Making Science More Accessible</a></b></div><div><b><br /></b></div><div>Science is for everyone. But you knew that.</div><div><br /></div></div></div>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-47652980721558786572022-02-09T08:49:00.001-08:002022-02-09T08:52:37.710-08:00The Theater of Electricity at Boston's Museum of Science<div style="text-align: left;">Today's episode of the <a href="https://www.atlasobscura.com/podcast" target="_blank">Atlas Obscura podcast</a> was dedicated to the Theater of Electricity at <a href="https://www.mos.org" target="_blank">Boston's Museum of Science</a>.</div><div style="text-align: left;"><br /></div><div style="text-align: left;"><b><a href="https://the-atlas-obscura-podcast.simplecast.com/episodes/the-theater-of-electricity?share=true" target="_blank">Atlas Obscurea Podcast Episode 193</a></b></div><iframe frameborder="no" height="200px" scrolling="no" seamless="" src="https://player.simplecast.com/06193b66-b8d9-45ba-b454-aaec9e209ae6?dark=false" width="100%"></iframe><div><br /></div><div>I was lucky enough to visit it in the 1990s. And yes, I forever saw my own trusty 1960s-era Cenco hair-raiser as a mere miniature Van de Graaff in comparison. Boston's behemoth is stunning.</div>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-78333276699096715552022-02-05T11:18:00.000-08:002022-02-05T11:18:23.731-08:00Where's my stuff?I created a new blog to document the curriculum resources I have authored/created over the years. Specifically the ones that have been published beyond the realm of <a href="http://phyz.org.">phyz.org.</a> <div><br /></div><div>Phyz.org remains my "school-oriented" website. It began in the 1990s as a repository for most of my physics curriculum materials. I adopted the "Phyz" prefix from my mentor, the late Walt Scheider, Ann Arbor Huron High's 1983 Presidential Awardee for Excellence in Mathematics and Science Teaching.</div><div><br /></div><div>Phyz.org grew to be a useful place for sharing curriculum materials with students and teachers. My district eventually offered websites to teacher via a service vendor. The hope was that teachers would construct personal websites through this district service. Those who spent the time doing so then had the virtual rug pulled out from under them as the district switched its teacher web services vendor. </div><div><br /></div><div>I maintained phyz.org through a stream of district fits and starts. Schoolwires and Schoology are couple that I remember.</div><div><br /></div><div>Over the years, I became friends with Paul Hewitt, who invited me to author lab manuals for Conceptual Science textbooks published by Pearson. I also wrote several "Figuring Physics" questions for Paul Hewitt's The Physics Teacher cartoon. Some of them are hosted at Arbor Scientific's Next Time Questions page.</div><div><br /></div><div>The good people of CU/Boulder's PhET team had been producing solid computer simulations for years by the time I started developing activities around several of those sims. I posted my activities to PhET's libraries of activities. PhET is reconstructing the old (legacy) Flash and Java sims in HTML5. Some of these rebuilds break my activities. Sometimes I can fix things. Sometimes I cannot.</div><div><br /></div><div>The skinny fish tank I designed for use in my classroom was picked up by Arbor Scientific, who named it the "Laser Viewing Tank". Refraction, total internal reflection, mirages, scattering, and diffraction were made immediate and accessible to students with these simple tanks.</div><div><br /></div><div>In 2018, I began posting resources to Teachers Pay Teachers (TpT). I had made a purchase at TpT (and was grateful to do so), and decided I might have wares I could sell on that platform. I called my TpT store, The Lessons of Phyz.</div><div><br /></div><div>It seemed like a good idea to wrangle my disparate resources in a manner I could provide background and/or usage tips. And a place where I can announce new things as I produce them. I settled on creating a new blog.</div><div><br /></div><div>Pre-populating the new blog with extant resources was non-trivial. I had more stuff out there than I thought. The blog post dates are mostly ... "impressionistic," serving to be reasonably accurate and appropriately functional.</div><div><br /></div><div>In any case, this is where my stuff is: <b><a href="https://lessonsofphyz.blogspot.com" target="_blank">The Lessons of Phyz</a></b>.</div>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-46190386462801731832022-01-18T11:53:00.001-08:002022-02-02T13:20:55.952-08:00Zero-g and Me<p> </p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjcpblFDO8mBa633kkAtYD_js7XKdUEcYcAci10-4-6ohv1HQ8cgmWcnXvRVXh9HLOyVtSZupSIx1wVVKy5YEcA2dKykAhxcIEiqIfG1vbl5XbLgz5evJ73gFbj2RDS5kLUn_eKgzE7RUyUSs--lCHlimrkEi5k-hdxlAqvoPx_Wc1PKgSMIg=s5253" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="3501" data-original-width="5253" height="426" src="https://blogger.googleusercontent.com/img/a/AVvXsEjcpblFDO8mBa633kkAtYD_js7XKdUEcYcAci10-4-6ohv1HQ8cgmWcnXvRVXh9HLOyVtSZupSIx1wVVKy5YEcA2dKykAhxcIEiqIfG1vbl5XbLgz5evJ73gFbj2RDS5kLUn_eKgzE7RUyUSs--lCHlimrkEi5k-hdxlAqvoPx_Wc1PKgSMIg=w640-h426" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Enjoying free fall on G-Force One</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><p style="text-align: center;"><br /></p><p style="text-align: center;"><u><span style="font-size: large;">Introduction</span></u> <br /></p><p>I have always been fascinated by the space program. I grew up during the space race in the 1960s. I remember Mrs. Williamson taking my kindergarten class upstairs to watch Gemini launches. I admired the astronauts and followed their missions closely. However, it was the people that built their spacecraft that inspired me to pursue a career in aerospace engineering. The astronauts frequently acknowledged that the engineers and technicians were the true space explorers so I wanted to be one of them. I joined their ranks in 1982 at the Lockheed Missiles and Space Company (now Lockheed/Martin) where I worked on many NASA and DoD spacecraft. Some of these satellites will be <a href="https://www.af.mil/About-Us/Fact-Sheets/Display/Article/104563/milstar-satellite-communications-system/" target="_blank">orbiting the Earth for thousands of years</a>. Although I was exploring space as an engineer, I wanted to travel into space someday. I am still waiting for that day but I have traveled into the stratosphere aboard NASA's Stratospheric Observatory for Infrared Astronomy (SOFIA). That was an amazing experience, but a 12 km altitude is far from traveling into space. My hometown was somewhat confused about that.<br /></p><div class="separator" style="clear: both; text-align: center;"><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhguFDJumSwEEbhmLwfqKOJ4gDcK0gOQVPnzab2jetftlKDXC7gp7HpSyhOgXsZNFR3ZMFS_3HZM8qwG7fyXVhVyDjhhRJz-XgAC9jkphxLGgYhtrLLPR3_pIrgjh635mk9eajldDAGglVSs7YD3Dhi39I6lX1esOAIP8S2onsBlIsjPoFZ4g=s2934" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2934" data-original-width="2177" height="380" src="https://blogger.googleusercontent.com/img/a/AVvXsEhguFDJumSwEEbhmLwfqKOJ4gDcK0gOQVPnzab2jetftlKDXC7gp7HpSyhOgXsZNFR3ZMFS_3HZM8qwG7fyXVhVyDjhhRJz-XgAC9jkphxLGgYhtrLLPR3_pIrgjh635mk9eajldDAGglVSs7YD3Dhi39I6lX1esOAIP8S2onsBlIsjPoFZ4g=w282-h380" width="282" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Boente Shell Sign in Carlinville, IL<br /></td></tr></tbody></table></div><p></p><p></p><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgVOwbj5KnAQez-DUvEWVJ3kjSBNO4uB_feRfAKj5O4-j0jPuLB1bc9t4mxgupKFWfQoAFkkqMRA9BOPWjIwp0TkRIUf2hweUweEel97xzHcUG5NTq8w8f0dzllGKJX-TG4EABaf_dx8d7Vi7id5iwRZgCcdIOhPZKhJOiohUSCvDC_V40-2Q=s640" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="427" data-original-width="640" height="220" src="https://blogger.googleusercontent.com/img/a/AVvXsEgVOwbj5KnAQez-DUvEWVJ3kjSBNO4uB_feRfAKj5O4-j0jPuLB1bc9t4mxgupKFWfQoAFkkqMRA9BOPWjIwp0TkRIUf2hweUweEel97xzHcUG5NTq8w8f0dzllGKJX-TG4EABaf_dx8d7Vi7id5iwRZgCcdIOhPZKhJOiohUSCvDC_V40-2Q=w328-h220" width="328" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">I flew twice onboard NASA's SOFIA 747 in 2015<br /></td></tr></tbody></table><p></p><p> </p><br /> <p></p><br /><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p> </p><p>There are two unique experiences for those who are fortunate to travel into space. The first is seeing the planet Earth from a distance. The other is to experience what has been called zero gravity, zero-g, weightlessness, or microgravity. More about these terms later. The best description is free fall. Free fall is the motion of an object acted on only by gravitational forces. Recently I had the opportunity to experience extended periods of free fall aboard the Zero-G company's G-Force One plane. Free fall is frequently misunderstood. I put a lot of effort into helping my students understand free fall during my physics teaching career. I continue my efforts as the physics curriculum and training developer for PASCO scientific. I will describe my approach to teaching about free fall and my trip on G-Force One in this post.</p><p> </p><p style="text-align: center;"><u><span style="font-size: large;">Zero-g in the Physics Classroom</span></u> <br /></p><p>My aerospace engineering expertise was in astrodynamics, sometimes called orbit mechanics. It is the study of the path of objects in space. I was excited about teaching it when I became a high school physics teacher. I soon learned that there are powerful misconceptions that are barriers to student understanding. One misconception is that the laws of physics in space are different than on Earth. Students think that once you enter space, gravity turns off. To help them overcome this, I put a 400 km tall ladder on an Earth globe. I made its height to scale with a 12" diameter globe. That is a scale height of about 3/8". 400 km is approximately the orbital altitude of the International Space Station (ISS). Students are usually surprised about how short the ladder is. Does it make sense for the gravitational pull of the Earth to drop to zero after moving such a short distance away? Most students start to question their belief from this simple visual aid. </p><p> </p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEipBbm6rP1Al2Mi-JCfKeYotix6HMZ-dH0g7ccP3_-z1kW7S2HvtAZuBa8qdCK2qf9Yg6n4shwLOCXaQM-Ll5yekatwyYoVWrC_hcB7A12URP7Dy6xL3kXhkhNUhHYvzeurgKqzqHgZFrcekGu0REjeh9EIkgwCpwNyOL6h4EaAPLWSSP21yQ=s1656" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1656" data-original-width="1656" height="640" src="https://blogger.googleusercontent.com/img/a/AVvXsEipBbm6rP1Al2Mi-JCfKeYotix6HMZ-dH0g7ccP3_-z1kW7S2HvtAZuBa8qdCK2qf9Yg6n4shwLOCXaQM-Ll5yekatwyYoVWrC_hcB7A12URP7Dy6xL3kXhkhNUhHYvzeurgKqzqHgZFrcekGu0REjeh9EIkgwCpwNyOL6h4EaAPLWSSP21yQ=w640-h640" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Drawn to scale, a 400 km tall ladder represents only 8/125th of an Earth radius<br /></td></tr></tbody></table> <p></p><p>Imagine a space-suited astronaut climbing the ladder into space. What would the astronaut observe if they stood at the top of the ladder on a scale? We calculated the gravitational force on the astronaut at the bottom and the top. The top was 88% of the surface value. This would be measurable but hardly noticeable. The astronaut might be very disappointed after expecting the scale to read zero. What would happen if they dropped a screwdriver from the top of the ladder? Would it float? No! It would fall straight down. The astronaut is doubly disappointed. They dreamed about floating in space all their life. They have climbed a 400 km tall ladder and things are not very different, save for the lack of atmosphere. How could they see the screwdriver float? Usually at least one student will figure this out. They will if the astronaut dropped it after jumping off the ladder. The screwdriver would appear to float from the falling astronaut's perspective. The astronaut could finally achieve their dream of floating in space. But for how long? After a few minutes they will encounter the atmosphere while moving very fast. That would not end well unless they were protected by much more than a spacesuit as depicted by this gruesome FoxTrot cartoon.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhIzE_mTqQUSLWYAFmsiKSeXNfYIxoAVpBoHDLKJUIhn4LwaxOeSp71d7BkbpJYm-l_i_MFgqSUj9kSU9AoUmZ3KsKjIjbrUwgEAprtXlLSIalOPjK--L9l0g9FsT6YOkKC-dQvP50rj3mhFx4AXvIsHjiqu7kOTwtggkyNWQDSdEqckodO_w=s600" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="422" data-original-width="600" height="450" src="https://blogger.googleusercontent.com/img/a/AVvXsEhIzE_mTqQUSLWYAFmsiKSeXNfYIxoAVpBoHDLKJUIhn4LwaxOeSp71d7BkbpJYm-l_i_MFgqSUj9kSU9AoUmZ3KsKjIjbrUwgEAprtXlLSIalOPjK--L9l0g9FsT6YOkKC-dQvP50rj3mhFx4AXvIsHjiqu7kOTwtggkyNWQDSdEqckodO_w=w640-h450" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">I stopped showing this for a few years after the Space Shuttle Columbia disaster, is it still too soon?<br /></td></tr></tbody></table><p></p><p>Students can use kinematics or energy conservation to determine the astronauts speed as they encounter the atmosphere. Assuming g is constant gives a reasonable answer or use Ug = -GMm/r for gravitational potential energy. For a happier high dive from space see my <a href="https://youtu.be/YGZEL1SMahc" target="_blank">YouTube video about one that takes a lifetime</a>. How could the astronaut experience floating in space but avoid this fate, or at least prolong it? I pose this question after displaying an image that is not drawn to scale. This made it more likely a student will offer an idea.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhYJ6Yz_MgYn5_HYotfInoMFbVhC090rhmzpAAT7gNq5Cjz-U1E2M2GSrPIVU4o3pBgRoLuIyb2sdSQBhbRRlaz2mTKDUP3Qp_B9nriSLFdTR1fkR922ltNc4lFa-BEKcyyk-p6n198BrAe0KVvDNMlqMli2upU6nxj-e022_9SsbcdOkabIg=s1631" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1631" data-original-width="1164" height="400" src="https://blogger.googleusercontent.com/img/a/AVvXsEhYJ6Yz_MgYn5_HYotfInoMFbVhC090rhmzpAAT7gNq5Cjz-U1E2M2GSrPIVU4o3pBgRoLuIyb2sdSQBhbRRlaz2mTKDUP3Qp_B9nriSLFdTR1fkR922ltNc4lFa-BEKcyyk-p6n198BrAe0KVvDNMlqMli2upU6nxj-e022_9SsbcdOkabIg=w285-h400" width="285" /></a></div><br /><p></p><p>If the astronaut ran and jumped, the Earth would curve away as they fell. This would prolong their time in free fall. If they could run fast enough, they would not hit the Earth and fall all the way around! To be in orbit, the astronaut must be moving sideways fast enough so that their path doesn't intersect the Earth. To complete an orbit they must be above the bulk of the atmosphere. If the astronaut releases the screwdriver after running and jumping, it will fall with them as they circled the Earth, appearing to float. A return to the scale size ladder on the Earth globe makes it clear it will have to be moving sideways very fast! This is clearly too fast to run and faster than a bullet. Rockets are the only technology we currently have that can accelerate an object the size of an astronaut or spacecraft to the required speed. Although most rockets launch vertically, they soon pitch over and add most of the velocity in a direction parallel to the Earth's surface.</p><p>Now that we have established that objects appear to float in space only if they are in free fall together, I put up this clicker question:</p><p>An astronaut lets go of a screwdriver while orbiting the Earth. It floats before her eyes. The same thing can be done </p><div style="text-align: left;"><span> </span><span> </span>A. In an airplane</div><div style="text-align: left;"><span> </span><span> </span>B. On an amusement park ride</div><div style="text-align: left;"><span> </span><span> </span>C. In a high school classroom</div><div style="text-align: left;"><span> </span><span> </span>D. All of the above </div><div style="text-align: left;"><span> </span><span> </span>E. None of the above</div><div style="text-align: left;"><br /></div><div style="text-align: left;">The answers are usually well distributed. Not because they didn't understand the previous discussion, but because few students think C can be correct. Some have heard of airplanes that fly parabolic arcs, some have heard of or been on free fall rides at the amusement park. They don't think it can be done in an ordinary classroom, so they are confused by the other choices. After letting them discuss their answers with their peers and re-voting, a few switch to D but most stick with their original answer. I pick up a screwdriver, get on a stool and jump while releasing the screwdriver in front of my face. For a fraction a second it floats in front of my eyes. The only difference between that and the astronaut's experience is the duration. How could I increase the duration? I can jump up and release the screwdriver. We are in free fall together on the way up and on the way down. If I could jump as high as the stool, I would double the duration. I encourage them to try it themselves but with something softer than a screwdriver. A trampoline is ideal for seeing objects float with you on the way up and down. Just release it after losing contact with the fabric. Free fall is a loaded term for students because they think of each term separately. Some assume "free" means there are no forces acting. Some think "fall" only describes something getting closer to the ground. It is important to make sure they understand that when used together, free fall means motion under the influence of just gravitational forces. It can be moving toward or away from the ground. An object in free fall at the highest point of its motion or in a circular orbit is doing neither.</div><div style="text-align: left;"> </div><div style="text-align: left;"><br /></div><div style="text-align: center;"><u><span style="font-size: large;">Zero-g on Earth<br /></span></u></div><div style="text-align: left;"> </div><div style="text-align: left;"> </div><div style="text-align: left;">Can the duration of free fall on Earth be increased further? Amusement park rides have braking systems that allow for free fall up to about 3.5 seconds on the way down. The <a href="https://en.wikipedia.org/wiki/Superman:_Escape_from_Krypton" target="_blank">Superman ride in Southern California's Magic Mountain</a> launches riders horizontally at about 100 mph. The track curves up so riders are in free-fall for about 3.2 s on the way up and 3.2 s on the way down. I have ridden it several times but prefer the <a href="https://www.cagreatamerica.com/rides-experiences/drop-tower" target="_blank">Drop Tower at Santa Clara's Great America park</a> for experiencing free fall. The Superman ride is great, but by the time you have recovered from the acceleration to 100 mph the ride is over. The Drop Tower releases riders from rest for about 3.5 s of free fall. This isn't quite right because free fall is the motion of an object acted on only by gravitational forces. The Drop Tower riders are traveling 35 m/s at the end of the drop. That is almost 80 mph. The cars are heavy but at some point, air resistance reduces the acceleration. To overcome this, the ride would need to be in a vacuum. I doubt amusement parks will be constructing such a ride anytime soon, but NASA has. The <a href="https://www1.grc.nasa.gov/facilities/zero-g/" target="_blank">Zero G Research Facility at the Glenn Research Center</a> has a 132 m evacuated drop tower that allows for 5.18 s of true free fall. Although it is large enough to hold a person, I don't recommend trying it because of the 65 g peak acceleration at the end! NASA does a lot of experiments using this facility. It is less expensive to first test equipment on Earth before sending it into orbit. There are many research questions that can be answered in 5.18 s. Below is a short video about the Zero Gravity facility:<br /></div><div style="text-align: left;"> <div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="502" src="https://www.youtube.com/embed/FBRRbFv9X0Q" width="604" youtube-src-id="FBRRbFv9X0Q"></iframe></div><br /></div><div style="text-align: left;">There is another option for those that need longer duration free fall. Instead of getting rid of the air, additional forces can be applied. If they have a sum that is equal in magnitude and opposite in direction to air resistance, the object will move like it is in free fall. These forces can be supplied by an airplane using the lift of the wings and the thrust of the jet engines. The airplane can also use these forces to pull up at the end of the free fall to avoid hitting the ground. This technique was <a href="https://history.nasa.gov/SP-4201/ch2-3.htm" target="_blank">first suggested in 1950 by German rocket scientists Fritz and Heinz Haber.</a> The <a href="https://scholar.google.com/scholar_lookup?journal=J.+Aviat.+Med&title=Possible+methods+of+producing+the+gravity-free+state+for+medical+research&author=H+Haber&author=F+Haber&volume=21&publication_year=1950&pages=395-400&pmid=14778792&" target="_blank">paper they authored together</a> is a fascinating and short read. They were working for the US government following WW II as part of <a href="https://en.wikipedia.org/wiki/Operation_Paperclip" target="_blank">Operation Paperclip</a>.</div><div style="text-align: left;"> </div><div style="text-align: left;"> <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg2sstXla7490M8WqTVMMUjrzEM_C4RUHjN6XxFtCbwLIyUz4xNyOtkhOW42qWhGyz85uIj9Jr9v0jWZ1k7MASJOmrs9NMHQRdXzJj-OENlPY9ZiIhHQ5gf12gUvncqeJN9-vErhKgSiI6OeAtt8LkO6lPnTEvsBbxxyogkayCmDjGv9OQoWA=s2142" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1374" data-original-width="2142" height="386" src="https://blogger.googleusercontent.com/img/a/AVvXsEg2sstXla7490M8WqTVMMUjrzEM_C4RUHjN6XxFtCbwLIyUz4xNyOtkhOW42qWhGyz85uIj9Jr9v0jWZ1k7MASJOmrs9NMHQRdXzJj-OENlPY9ZiIhHQ5gf12gUvncqeJN9-vErhKgSiI6OeAtt8LkO6lPnTEvsBbxxyogkayCmDjGv9OQoWA=w604-h386" width="604" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Figure from F. Haber and H. Haber's paper originating what they call weightless flight<br /></td></tr></tbody></table><br /></div><div style="text-align: left;"> </div><div style="text-align: left;"><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC2598414/" target="_blank">Scott Crossfield and Chuck Yeager</a> were the first to try their idea for an extended duration in 1951. <a href="https://everything2.com/title/Zero+G" target="_blank">Both reported signs of disorientation</a> during the 20 seconds of free fall. NASA configured a C-131B cargo plane to fly parabolic trajectories so experiments could be conducted in a volume larger than a jet cockpit. </div><div style="text-align: left;"> </div><div style="text-align: left;"> <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhHTVz0OJnfeZYLVoNUq5hv-r33YCo-nqBAyRjITbcjmGMAxTgr8p0Dwv6Yba4C3TGLkpLIA9kALVLl6spr_w274eJj3AsQ7-eS0Sl3wFwy9QyK7KJK0IUK2e9tGjLEf3ysq8E_te84YtvzzmsOn55KLo5O7jam0cQeRWYadvRwiRy4gdLBiQ=s1896" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1360" data-original-width="1896" height="318" src="https://blogger.googleusercontent.com/img/a/AVvXsEhHTVz0OJnfeZYLVoNUq5hv-r33YCo-nqBAyRjITbcjmGMAxTgr8p0Dwv6Yba4C3TGLkpLIA9kALVLl6spr_w274eJj3AsQ7-eS0Sl3wFwy9QyK7KJK0IUK2e9tGjLEf3ysq8E_te84YtvzzmsOn55KLo5O7jam0cQeRWYadvRwiRy4gdLBiQ=w443-h318" width="443" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Mercury astronauts train on a C-131B, the original vomit comet<br /></td></tr></tbody></table><br /></div><div style="text-align: left;"> </div><div style="text-align: left;">Flying parabolas can play havoc with a passenger's inner ear because of the many periods of downward acceleration during free fall and upward acceleration while pulling up. That is how the planes got the nickname vomit comet. Technically, the plane is not in free fall but the people and objects inside are. The plane has forces acting on it in addition to gravitational forces, but they add up to zero. If a person tried the same thing using a jet pack, they would not feel like they were floating. They would feel the force of air resistance on one side and the push of the jet pack engine on the other, squeezing them. The plane rotates through about 90 degrees during the parabolic arc. This produces a small centripetal acceleration on objects attached to the plane that increases the further from the center of rotation. It is <a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC2598414/" target="_blank">below the accelerations caused by vibration</a>.<br /></div><div style="text-align: left;"> </div><div style="text-align: left;"> </div><div style="text-align: left;"><br /></div><div style="text-align: center;"><u><span style="font-size: large;">Zero-g Terminology</span></u></div><div style="text-align: left;"><br /></div><div style="text-align: left;">The words used to describe the experience of free fall can be misleading. NASA originally used the term "zero gravity". This naturally led people to believe that in space there is no gravitational force. The 400 km ladder helps dispel this idea. Ideally those using this term would say "it is as if there is no gravity". Unfortunately, this is seldom done. We are stuck with this term, but all is not lost for physics teachers. According to Einstein's equivalence principle, there is no difference between being in free fall and being in a place where there is no gravity. From this perspective gravity is not a force. It is the curvature of spacetime. Objects follow this curvature unless acted on by forces. A person in free fall is not accelerating. A person at rest on the surface of the Earth is accelerating up at 9.8 m/s<sup>2</sup> or 1 g. This is an interesting and valid perspective but might be counter-productive to use in an introductory physics course. I will assume there are gravitational forces for the remainder of this post. Veritasium's "Why Gravity is NOT a Force" video is a good introduction to this other way of thinking.</div><div style="text-align: left;"> </div><div style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="533" src="https://www.youtube.com/embed/XRr1kaXKBsU" width="642" youtube-src-id="XRr1kaXKBsU"></iframe></div><br /> </div><div style="text-align: left;">Another problematical term used to describe free fall is "Zero-G". Or is it "Zero-g"? G is the universal gravitational constant and g is the acceleration due to gravity. If either were zero, the gravitational force would be zero. As far as I can tell, these terms are used interchangeably, often by people who would not understand the difference. The term "zero-g" is more commonly used by NASA and other space researchers. Those using zero-G appear to be doing so for aesthetics like the Zero-G company that flies a parabolic arc plane for paying customers. g is sometimes used as a unit of acceleration where 1 g = 9.8 m/s<sup>2</sup>. However, if you use an accelerometer to measure acceleration you will discover something surprising. In free fall the reading will be 0 m/s<sup>2</sup> or 0 g. If it is at rest it will measure the vertical acceleration to be upward at 9.8 m/s<sup>2</sup>. Toss it into the air and it will measure more than 1 g while your hand is speeding it up and while catching it. Students using accelerometers in their physics class should know this, preferably finding out through their own experience in the lab.</div><div style="text-align: left;"> </div><div style="text-align: left;">The term weightlessness is used to describe free fall. Weight is an imprecise term in physics. Most textbooks define it as the gravitational force acting on an object. However, some define it as whatever a scale reads. The latter definition is more common outside the USA. It is a <a href="https://journals.aps.org/prper/abstract/10.1103/PhysRevPhysEducRes.13.010130" target="_blank">good idea to make your students aware of these two definitions</a> and make it clear which one you will use. Weightlessness is an accurate term for free fall using the scale definition because a scale would read zero in free fall. But if weight is the gravitational force on an object, weightlessness is not an accurate term. There is a gravitational force on an object in free fall. A better term would be apparent weightlessness. This is sometimes used but it begs the question, why not describe what it is rather than what it appears to be? An object in free fall has no supporting force acting on it. For a person standing on the floor, the supporting force is the push of the floor on their feet. This force is called the normal force. If the person is in free fall, the normal force is no longer acting on them. Instead of weightlessness, why not name it for the force that is missing? It should be called normalforcelessness. As far as I know, I first coined this term in the 1990s. I have promoted normalforcelessness to my students for decades. I had a colleague write a page in <a href="https://en.wikipedia.org/wiki/Wikipedia%3AArticles_for_deletion%2FNormalforcelessness" target="_blank">Wikipedia about normalforcelessness</a>. After a few years they removed it because normalforcelessness was not used in any peer-reviewed papers. Since then I have asked my students to include normalforcelessness in any paper they submit for peer review. None have done it yet, but <a href="https://www.urbandictionary.com/define.php?term=normalforcelessness" target="_blank">some have promoted it in other ways</a> online. Search "normalforcelessness" and every reference originated from my student's efforts.</div><div style="text-align: left;"> </div><div style="text-align: left;">NASA started using another term in the 1970s. They started calling it microgravity. It may have been partially due to a desire to stop using zero gravity. Its main purpose was for researchers wanting to do experiments in free fall. On spacecraft and other free fall research facilities there are small deviations from pure free fall. A pivoting solar array, circulating cooling fluid, an exercising astronaut, or drag in low Earth orbit can produce tiny forces that cause micro-accelerations. Even solar radiation can cause measurable acceleration on a high-altitude spacecraft. Some experiments are more sensitive to these deviations and scientists want to know what the maximum values are. Preferably these deviations from free fall acceleration are in the micro realm.</div><div style="text-align: left;"><br /></div><div style="text-align: left;">After going through these terms with my students, we watch a short clip from the old CNN show, Science and Technology Week featuring Miles O'Brien. Miles is flying with undergraduate students on the Vomit Comet. I have shown this video to my physics students and at teacher workshops since it first aired in 1994. I have seen it over 100 times but still enjoy watching it. I would sometimes quip that it would make a good drinking game if you did a shot every time they say zero-g, zero gravity, weightlessness, or microgravity. Miles describes free fall well at 2:40 just before he unexpectedly stops doing it.</div><div style="text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="476" src="https://www.youtube.com/embed/mOXyNLSRfoU" width="574" youtube-src-id="mOXyNLSRfoU"></iframe></div><div style="text-align: left;"><br /></div><div style="text-align: left;"> </div><div style="text-align: left;"> </div><div style="text-align: left;"> </div><div style="text-align: center;"> <u><span style="font-size: large;">Zero-g Flight Opportunity</span></u></div><div style="text-align: left;"> </div><div style="text-align: left;">I like that they show undergraduate students doing research in the video. I advise my students to ask about opportunities to get involved in undergraduate research while choosing a college. A show of hands reveals that many students want to fly on NASA's KC-135 to experience normalforcelessness. I told them many people share their enthusiasm and would pay money to realize their dream of floating like the astronauts. I encouraged them to start a business to take advantage of this market. None of my students did, but some enterprising individuals started the Zero-G company. I watched their progress with interest hoping to avail myself of their services at some point. I considered applying to the teacher flight program that was sponsored by Grumman but they were seeking middle school teachers at the time. The teacher program ended. If I wanted to fly, I would have to purchase my own ticket. A colleague did and hearing about his experience made me want to fly even more.</div><div style="text-align: left;"><br /></div><div style="text-align: left;">My chance came as a surprise after I retired from teaching. I was working for PASCO scientific as the physics curriculum and training developer. Our Florida sales representative was contacted by Zero-G's Deb Houts about collaborating with PASCO. Deb is a retired physics teacher who flew with Zero-G as a flight attendant and later as flight director. They noticed her amazing ability to tolerate parabolic flight without any ill effects after she participated in the teacher flight program. She seems to thrive under those conditions and has been flying for Zero-G for 10 years. Zero-G is reviving their teacher flight program and wanted PASCO's help updating their experiments and activities. Deb used PASCO equipment throughout her career and knew JP Keener, PASCO's international director of curriculum and product development. I enthusiastically started working on the project. This included fulfilling Deb's request to fly a Kundt's tube on Zero-G's 727-200. The English pronunciation of Kundt is "koont". I do not recommend using the German pronunciation!<br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;">A Kundt's tube is a clear cylinder with a variety of lengths and diameters. It is sealed at one end and has a single frequency sound source at the other end. Kundt vibrated a metal rod to produce the sound when he invented it in 1866. Inside the tube is a fine powder or particles that form a standing wave pattern when the frequency of the sound resonates in the tube. The <a href="http://annex.exploratorium.edu/xref/exhibits/visible_effects_of_the_inv.html" target="_blank">Exploratorium uses kerosene</a> that splashes at the anti-nodes. There are many <a href="https://www.researchgate.net/publication/295261262_An_Inexpensive_and_Versatile_Version_of_Kundt%27s_Tube_for_Measuring_the_Speed_of_Sound_in_Air" target="_blank">sources online that describe how to build one</a>. The powder is disturbed most at the anti-nodes and least at the nodes. The fundamental frequency of the tube has a wavelength that is twice the length of the tube. Kundt used his tube to determine the frequency of the vibrating rod so he could determine the speed of sound in the metal. Modern Kundt's tubes use a speaker and frequency generator to produce the sound. They are primarily used for classroom demonstrations and physics lab activities. Deb was curious about what the standing wave pattern would look like in free fall. I started experimenting with different tubes. One commonly used tube is the clear cover used to store fluorescent light tubes. They are inexpensive but too flimsy for the Zero-G plane. Mounted experiments must be able to withstand high accelerations. Deb also wanted a larger diameter so it could be more easily seen. I found a 3.5" diameter, 0.92 m long acrylic tube in our spare stock room and decided to use that. I knew the duct tape I used to seal the end and attach the speaker would not survive high acceleration. I asked PASCO's resident engineering wizard, Jon Hanks, for help. He 3D printed an end cap and speaker mount in PASCO blue that worked perfectly. Now I had to find a suitable powder to use. Deb suggested Styrofoam beads because they are easy to see. I also saw Kundt's tubes online that used them. <br /></div><div style="text-align: left;"> <div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="528" src="https://www.youtube.com/embed/qUiB_zd9M0k" width="635" youtube-src-id="qUiB_zd9M0k"></iframe></div><br /></div><div style="text-align: left;">I had a problem with static electricity when I tried 0.01" diameter Styrofoam beads. The beads would levitate and zip around as I opened the bag, defying gravity before they were on the Zero-G plane. They stuck to the inside of the tube making the standing wave pattern harder to see. I tried different sizes and cork dust but had no luck. I ordered some anti-static spray and that worked well. I made a few videos and sent Deb a report of the results. She asked me to ship it to Ft. Lauderdale so she could get it approved for a November 2021 flight. After I let he know it was shipped I got this email.<br /></div><p>
</p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiweZcR1128KsENx-l3vbQRO91S-GxbGeSH8HOgilClGW998h1mns5IN6nhCnaggRLUj5lYa4vHKFHn8PFFl-sBdhqm6gPVBcMXDMTCgSlRJzICRRwlXQhEKaSuQq2G-BuaC_8-zoY5ugRPDQOL-Up1wj189GxQxyHZqmHXNnlxSAsOwhM6XA=s774" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="300" data-original-width="774" height="248" src="https://blogger.googleusercontent.com/img/a/AVvXsEiweZcR1128KsENx-l3vbQRO91S-GxbGeSH8HOgilClGW998h1mns5IN6nhCnaggRLUj5lYa4vHKFHn8PFFl-sBdhqm6gPVBcMXDMTCgSlRJzICRRwlXQhEKaSuQq2G-BuaC_8-zoY5ugRPDQOL-Up1wj189GxQxyHZqmHXNnlxSAsOwhM6XA=w640-h248" width="640" /></a></div><p>Whoo hoo! I was going to get to fly on a Zero-G plane after watching others do it for many years. Unfortunately, PASCO was still in a COVID induced employee travel ban. I told Deb I would go and pay my own expenses if needed. Eventually it was approved after supplying a doctor's note attesting to my medical suitability for the flight. I had less than 2 months to prepare more experiments because the actual flight date was 11/19. I solicited ideas from my colleagues, searched online, and reviewed free fall activities I used in my classroom.</p><p> </p><p style="text-align: center;"><u><span style="font-size: large;">Zero-g Experiments</span></u> <br /></p><p>One simple activity I did for many years comes from the <a href="https://drive.google.com/file/d/1CYahfZdjzYHWREaHSEX3H-wLv6883a7W/view?usp=sharing" target="_blank">Conceptual Physics Lab Manual </a>authored by my friend Paul Robinson. Poke 2 holes in the side of a cup near the bottom. Fill it with water and hold it over a container, keeping the holes covered with your fingers. Ask students what will happen if you remove your fingers. After some discussion, take your fingers off and the water streams out. Now ask what would happen if you carefully filled it on the International Space Station and removed your fingers. Many students will know but don't verify their predictions. Instead, ask how we could do it ourselves. If you discussed how orbiting is the same as free fall, they will suggest dropping it. Tell them you won't drop it, but they can. Doing a demo of this can backfire as the cup will fall with the water that previously came out. Students in the back may not notice that the water stops coming out. If you drop the cup yourself, you easily see the water stop. I prepared a cup for each student in advance using a drill to create 4-5 at a time. I grab a couple of buckets filled with water and take the class outside. My campus was hilly and made finding a spot to drop them easy. Even if your campus is flat, it is worth dropping them from just above your head. Students won't complain about getting their feet wet. Once they see what happens when they hit the ground, even the shyest student will get a cup and try it themselves. I had many students say this was their favorite activity on my year-end survey. Below is a video teacher guide showing students dropping the cups. There is some good slo-mo at 5:50.<br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="471" src="https://www.youtube.com/embed/oGJ3yHJHI_A" width="567" youtube-src-id="oGJ3yHJHI_A"></iframe></div><p></p><p>I had to figure out how to do this on the Zero-G plane without spilling a lot of water. It would be harder than on the ISS because of the changes in acceleration and pressure. I came up with the idea of using a PASCO water bottle with a valve on the top. I drilled holes and covered them <br />with tape. During free fall I would equalize the pressure with the valve, remove the tape, and open the valve to see if the water came out. There will be no need to let go as it will be falling with me.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEitfRSTCLTBco7l4K5BtItNgNCU6iCDV7CloJHfpkgzJYnxvpSM11_pGjkZAtV8XDqncu7zYxMxhLLraiiDv0Ebn3DHeYsSkKjV0ZGEaW9w6oKo_NfEMxvjsxgS0NhMyvka3XtIKhQ78RImHQIv75uoV4JrZYA-U-8gFJf9FccmE0-OsBSljA=s2141" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1612" data-original-width="2141" height="241" src="https://blogger.googleusercontent.com/img/a/AVvXsEitfRSTCLTBco7l4K5BtItNgNCU6iCDV7CloJHfpkgzJYnxvpSM11_pGjkZAtV8XDqncu7zYxMxhLLraiiDv0Ebn3DHeYsSkKjV0ZGEaW9w6oKo_NfEMxvjsxgS0NhMyvka3XtIKhQ78RImHQIv75uoV4JrZYA-U-8gFJf9FccmE0-OsBSljA=s320" width="320" /></a></div><p></p><p>An good choice for a Zero-G flight experiment is the <a href="https://www.pasco.com/products/sensors/wireless/ps-3223" target="_blank">PASCO wireless acceleration/altimeter</a>. Measuring the acceleration of the Zero-G plane should yield interesting data. This device has a 3-axis accelerometer and altimeter. It also measures angular velocity about 3 axes. The lowest acceleration range is ±16g, accurate to ±0.04g. The ±100g, ±200g and ±400g ranges are accurate to ±1g. The low g range would work best for the flight. The altimeter does not measure altitude accurately in a pressurized jet. However, measurements of the cabin pressure while the air is accelerated by flying parabolas should be interesting. The acceleration/altimeter is perfect for teachers to use in the lab before their Zero-G flight. It is encased in a durable housing that allows students to throw it as high as they can to measure their own parabolic flights. It can be attached to carts and rotating platforms with the included thumb screw or Velcro strap. It has a remote logging feature like most of PASCO's wireless sensors. You can configure the sensor while connected to a computer, then disconnect and start collecting data right away or later. This feature allows for the sensor to be used outside of Bluetooth range for student experiments like launching it up with a slingshot. It also makes using it on the Zero-G flight easier because you don't need to bring a computer or use a smart phone.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiqNZdd5Goln3g3s03t6vTlKOmyuA0SiXA6jMZ3RTqN19Bn1tdvcwsZ1X45zbKvZ8zMolbiFm0DzNaeRebHjs09BUsjSNUmm0WSPn1W8Q9GYMEzlim-6VMjW5ojKTDEcfpBwe1MPoE1MkFWBrbgXYTPWMcVTYwkN4MHjfkgMRtxuFLBKobG6A=s549" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="549" data-original-width="365" height="398" src="https://blogger.googleusercontent.com/img/a/AVvXsEiqNZdd5Goln3g3s03t6vTlKOmyuA0SiXA6jMZ3RTqN19Bn1tdvcwsZ1X45zbKvZ8zMolbiFm0DzNaeRebHjs09BUsjSNUmm0WSPn1W8Q9GYMEzlim-6VMjW5ojKTDEcfpBwe1MPoE1MkFWBrbgXYTPWMcVTYwkN4MHjfkgMRtxuFLBKobG6A=w265-h398" width="265" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Launching a wireless accelerometer/altimeter with a rubber band<br /></td></tr></tbody></table><p></p><p>My fourth experiment is a pendulum using <a href="https://www.pasco.com/products/sensors/wireless/ps-3220" target="_blank">PASCO's wireless rotary motion sensor</a>. The pendulum is constructed from the rod and masses that come with the <a href="https://www.pasco.com/products/lab-apparatus/mechanics/centripetal-force-and-rotation/me-8969" target="_blank">pendulum accessory</a> The rotary sensor can measure the position and velocity of the pendulum versus time. Using the rigid rod instead of a string keeps the pendulum from swinging out of plane. The data can be used to find the period during the Martian and lunar parabolas and the high-g experienced when the plane pulls up. In free fall it will not oscillate but rotate in a circle with a period dependent on how hard you push it. However, there might be some surprises about its behavior in free fall. Pendulums have been flown by teachers on past Zero-G flights. Below is Tony Fleury's pendulum experiment he flew on a Zero-G teacher flight in 2009. It is intended for classroom use. Students can measure the periods from the video of the spring/mass and the pendulum using a stopwatch. The acceleration is measured by a <a href="https://www.pasco.com/products/sensors/pasport/ps-2136" target="_blank">PASCO PASPort accelerometer</a> and displayed in m/s<sup>2</sup> on a <a href="https://www.pasco.com/products/interfaces-and-dataloggers/ps-2008" target="_blank">PASCO Spark Science Learning System</a>.<br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="511" src="https://www.youtube.com/embed/rTVhNGxsArs" width="614" youtube-src-id="rTVhNGxsArs"></iframe></div><p></p><p>The wireless rotary motion sensor with the pendulum accessory can be mounted with the plane of rotation at an angle to the vertical. This simulates reduced gravity in the classroom. Students can experiment like Tony without having to fly on the Zero-G plane.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='580' height='482' src='https://www.blogger.com/video.g?token=AD6v5dwV3QU6VCcRm4eIga_5Um9OT8qAalwqu4_DJvxvR4ofUmpHdsCh3BmN4V1g4awCYpR4cLs7HphIc2g' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><p>Students can collect data at various angles and find the relationship between the angle and period. They can try and create a system that will have the same period as the one on the Zero-G plane for the reduced g-levels. Below is some sample data. The incline is the angle from the vertical.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgZrASRNOFPXzKmBcttgtfjgxAGvg1KR_uT6Og26OSNHpThpPs_-CuHZQ9456j-6IeaWSMsVkqoRGi0E8SYYb9WJE31NjAawE8xnUHlCCTa80sAPuy9iN1So6NKjzcBiaPkC9gipVsmvYj_4vtD-GPWtg-PkSvNuNh8GZyzJiUUVbLA3OCVAw=s1730" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="780" data-original-width="1730" height="288" src="https://blogger.googleusercontent.com/img/a/AVvXsEgZrASRNOFPXzKmBcttgtfjgxAGvg1KR_uT6Og26OSNHpThpPs_-CuHZQ9456j-6IeaWSMsVkqoRGi0E8SYYb9WJE31NjAawE8xnUHlCCTa80sAPuy9iN1So6NKjzcBiaPkC9gipVsmvYj_4vtD-GPWtg-PkSvNuNh8GZyzJiUUVbLA3OCVAw=w640-h288" width="640" /></a></div><p> </p><p style="text-align: center;"><u><span style="font-size: large;">Zero-g Flight</span></u> <br /></p><p>My colleagues suggested more experiments, but I knew that conducting all of them on one Zero-G flight would be difficult. They will have to wait for future flights. On 11/17/21 I boarded my flight to Ft. Lauderdale, connecting through Atlanta. It took all day, but it was good to fly again. I received my third Pfizer COVID vaccine shot 3 weeks before, so I felt safe on the crowded flights. I met with Deb Houts the next day to discuss experiments, plan the teacher flight program, and walk-through G-Force One. One of the first things I learned is that Friday's flight would be different than a normal Zero-G flight. Academic and commercial research experiments were onboard. Instead of the usual 15 parabolas, they were going to fly 30! I had prepared myself for 15 and was confident I would not have much motion sickness. The good news was I would have more time to conduct my experiments and to enjoy the experience of floating. The bad news was I would have more time to get motion sickness. In addition to the researchers would be 11 intrepid adventurers who signed up for <a href="https://www.gozerog.com/reservations/the-astronaut-experience/" target="_blank">Zero-G's new Astronaut Experience Program</a> (AE). The main attraction for them was the 30-parabola flight. At $10,500 it is only $2300 more than the 15-parabola flight. That is a savings of almost $200 per parabola! Deb approved my experiments except for the pendulum. It needs to be mounted to the side of the plane, requiring a high-g test and more paperwork. We hope to have that done by the time teachers start flying. She also said any PASCO sensor must be checked for electronic interference. The accelerometer/altimeter was given a pass because I was going to use it in remote logging mode. The walk-through of the plane was very exciting. The researchers were configuring their experiments and the Zero-G personnel were getting the plane ready. It had flown in the morning for the 4th time that week. Boeing was conducting missile tests in the Gulf of Mexico requiring the Zero-G flights to take off at 7:00 AM. I needed to be at the executive jet terminal at 5:30 AM the next day. I was still on West Coast time, so I decided to go to bed early.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg4nnU1JcVCDb8uuuV2hzRb0zBljzybjBJApIaN2KmA0GPTaOTtOu3NHDO0l53N5pPwdbFrZY21HdIUcgEuuyXrABZmOlpwGjrEnE1G0L_cCMwC4XapO6NY-OIz67BRvM5yhoZZElNLGpSuX2YTNId-L1gDO7VjVYlQ7MkMJZ7E2JpAFzxRsQ=s2748" style="margin-left: 1em; margin-right: 1em;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgjueXUR6kqy66MD-dKsBC-gPqJb-uu7wnvel8Dv92NOrSU8bGW9ojV8HaIqhr_ELzdDK9jicUnbE1Y8cuubwuYxm3WHsCsqtZpFbeFmR2vOdkF2m2oqjsskggJ2nbLzX7ZqP_Timfq-s9YY2hztqT-0Uf4IBVVP1sIH48sp-0afHIv3TgDlQ=s3491" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2618" data-original-width="3491" height="480" src="https://blogger.googleusercontent.com/img/a/AVvXsEgjueXUR6kqy66MD-dKsBC-gPqJb-uu7wnvel8Dv92NOrSU8bGW9ojV8HaIqhr_ELzdDK9jicUnbE1Y8cuubwuYxm3WHsCsqtZpFbeFmR2vOdkF2m2oqjsskggJ2nbLzX7ZqP_Timfq-s9YY2hztqT-0Uf4IBVVP1sIH48sp-0afHIv3TgDlQ=w640-h480" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Graduate students from the University of Missouri prepare their condensation experiment for flight as their professor supervises.<br /></td></tr></tbody></table></a></div><p><br /></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh---vrddG_vgq3RlE5neJ7bRpgqjI6mROv2eBrXQuh4EKy0keTAWvkb9Jn0COY9YvyeBGoidp1Boq06hmMJ5_5ztSAI30gVs6TvfPNC2ZAt8MYQzHFakCxl9sD4VWCnEgu7iiD2qB1OukeqA3B2ZGtNzjqQeJy1Tj0zJ_MZjlr6xHgp4KZiw=s2748" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2061" data-original-width="2748" height="480" src="https://blogger.googleusercontent.com/img/a/AVvXsEh---vrddG_vgq3RlE5neJ7bRpgqjI6mROv2eBrXQuh4EKy0keTAWvkb9Jn0COY9YvyeBGoidp1Boq06hmMJ5_5ztSAI30gVs6TvfPNC2ZAt8MYQzHFakCxl9sD4VWCnEgu7iiD2qB1OukeqA3B2ZGtNzjqQeJy1Tj0zJ_MZjlr6xHgp4KZiw=w640-h480" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Looking aft on the G-Force One 727-200. My Kundt's tube is in then lower left. Next to it is a glove box for experiments in dexterity for the Astronaut Experience participants.<br /></td></tr></tbody></table> <p></p><p>Zero-G shuttled the AE participants to the hangar after meeting in the executive jet lobby. We got into our jumpsuits, got a preflight briefing, and were supposed to have a breakfast of bagels and juice. Unfortunately, the delivery person got stuck in traffic. This was the first of several bagel-related incidents that would occur this morning. The preflight briefing was given by our flight coach, <a href="https://www.linkedin.com/in/marshcuttino/" target="_blank">Dr. C. Marsh Cuttino</a>. Marsh works part-time for Zero-G and conducts medical space research with his company, Orbital Medicine. Marsh has flown many Zero-G and NASA parabolic flights so we listened attentively. I had a chance to chat with a few of the AE participants before boarding the plane. Two came from Germany and one ran a <a href="https://reservoirdistillery.com/" target="_blank">Virginia distillery</a>. He wanted some video of his bourbon floating. He also brought along a small bottle for each participant.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiHUv-FOLQYttlxYDpcGcERm80wO1bK9kaCZcZwkkjWQ0dHDh4i4cQewrH_P5rgP0tETfdHLp7-JcsDTZPXb2OH-xap6NPgFFOek-fcxhsfxXSvDTSujhoPjcG_wcw2EZWpTixr_5wJWSYxqAF_70jsIN-w4xyrWwWfXFCLBrbAuiL7Kc5fSw=s3073" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1729" data-original-width="3073" height="360" src="https://blogger.googleusercontent.com/img/a/AVvXsEiHUv-FOLQYttlxYDpcGcERm80wO1bK9kaCZcZwkkjWQ0dHDh4i4cQewrH_P5rgP0tETfdHLp7-JcsDTZPXb2OH-xap6NPgFFOek-fcxhsfxXSvDTSujhoPjcG_wcw2EZWpTixr_5wJWSYxqAF_70jsIN-w4xyrWwWfXFCLBrbAuiL7Kc5fSw=w640-h360" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Dr. C. Marsh Cuttino, second from left, advises us not to try and swim while floating<br /></td></tr></tbody></table><br /><p>We boarded the plane after going through the mini-TSA screening in the hanger. There were 44 seats in the back of G-Force One full of AE participants, researchers, and Zero-G personnel. Deb Houts was serving as flight director. I thought I had a great post-teaching job! The bagels and juice finally arrived. I grabbed what I thought was a cheese bagel, but it turned out to be cinnamon. That would haunt me later. <br /></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgizjLSmMXihgkFLBsMRiKa3lQ4G1DA_TjOnaomgyDbrg9kTOLgzBBgcgKBkCdxuRsRdVTMLU3iBETwIij2wJEFBLnXBxrgDKNQRNkbjzglcYYoA57RrGLFNCgJjoSPJsQIVw20B_B0T_98lESRMq8iTGhpWpLhxyskDQllUiPrcvasT0GhXQ=s3166" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1780" data-original-width="3166" height="360" src="https://blogger.googleusercontent.com/img/a/AVvXsEgizjLSmMXihgkFLBsMRiKa3lQ4G1DA_TjOnaomgyDbrg9kTOLgzBBgcgKBkCdxuRsRdVTMLU3iBETwIij2wJEFBLnXBxrgDKNQRNkbjzglcYYoA57RrGLFNCgJjoSPJsQIVw20B_B0T_98lESRMq8iTGhpWpLhxyskDQllUiPrcvasT0GhXQ=w640-h360" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Although our final destination was back to the Ft. Lauderdale airport, I wouldn't have boarded any other private jet on the tarmac regardless of where it was going.<br /></td></tr></tbody></table><br /><p></p><p>Our flight path took us over the Gulf of Mexico. The plane would do 5 parabolas, turn around, do 5 more and repeat until we reached 30. Here is an animation of the <a href="https://flightaware.com/live/flight/N794AJ/history/20211119/1200Z/KFLL/KFLL" target="_blank">flight path from Flight Tracker</a>. In addition to location data, Flight Tracker also posts <a href="https://flightaware.com/live/flight/N794AJ/history/20211119/1200Z/KFLL/KFLL/tracklog" target="_blank">direction, speed, altitude, and climb rate data</a> for flights.<br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='616' height='512' src='https://www.blogger.com/video.g?token=AD6v5dyFHKGb8So8BNQS792UqDobbzmaALYIf8urcm5Zhgt1S6TWycn31pAOsUcEzVMP3LaYaBgPz9Ihq44' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><p></p><p>The AE participants were led to the front of the plane just before reaching the starting point for parabolic flight. It was a little cramped because they were trying something new. A green screen had been taped to the front bulkhead and draped around the sides, taking up a lot of volume. Further limiting our space was the restriction on going near the research experiments. It is hard to keep from colliding with the experiments when you are floating. The green screen would be used to take pictures of us floating so background graphics could be inserted. Personally, I can't think of anything I would rather have in the background than the bulkhead with the Zero-G logo on it. They took the green screen down after everyone had their turn and we had a lot more room to float.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgzXe6nXzrFgov32m-tSmDblBOOsDz_hHhqK33DnYUawwcFcjsc8eQcA0eq9lQqITEr-bx1hf5ZWUUTFkcbBaGz-3Rnefky2IK83yikpLCQ3lJeXKzku8Zb78OrPewl6bEvi8PbVi4-lYAwrXpvdGS2-27NG_lTiuULXDcdAWHL_VQVtZrLKw=s1280" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="430" data-original-width="1280" height="216" src="https://blogger.googleusercontent.com/img/a/AVvXsEgzXe6nXzrFgov32m-tSmDblBOOsDz_hHhqK33DnYUawwcFcjsc8eQcA0eq9lQqITEr-bx1hf5ZWUUTFkcbBaGz-3Rnefky2IK83yikpLCQ3lJeXKzku8Zb78OrPewl6bEvi8PbVi4-lYAwrXpvdGS2-27NG_lTiuULXDcdAWHL_VQVtZrLKw=w640-h216" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">I predict this will be the last time they use a green screen on a Zero-G flight<br /></td></tr></tbody></table><p></p><p>For the first parabola they flew the plane so that it had a downward acceleration of about 6.1 m/s<sup>2</sup>. The people are still pulled to the floor by the Earth's gravitational force. However, the normal force is less than mg because they are accelerating. A quick free body diagram of a passenger with up as positive gives N - mg = ma. Using a = -6.1 m/s<sup>2</sup> and g = 9.8 m/s<sup>2</sup>, N = m*(9.8 N/kg - 6.1 m/s<sup>2</sup>) = m*(3.7m/s<sup>2</sup>). The normal force is equal to what it would be for the passenger if they were at rest on the surface of Mars where g = 3.72 N/kg. They flew one more Martian gravity parabola followed by two lunar gravity parabolas. The gravitational field strength on the surface of the Moon is 1.62 N/kg. The plane had to fly with a downward acceleration of about 8.2 m/s<sup>2</sup>. Doing reduced gravity parabolas helps passengers adjust before going zero-g. The 15 parabola flights only get one Martian and lunar parabola. I alternated between taking video of the Kundt's tube (more on this later) and hopping around. Some did 1-arm pushups and other feats of strength. The lunar gravity was especially fun. I envy future tourists traveling to the Moon.<br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='646' height='537' src='https://www.blogger.com/video.g?token=AD6v5dw39pXRRHAZxxKeKRVHX7mISztRzicQFMJ4gvbD1KEhRxLwje2_HovObSuIj91sE3C2T4_UtXwMN2U' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><p>Between parabolas the plane (hopefully) causes an upward acceleration
to reduce and then change direction of the downward vertical velocity.
This upward acceleration is about 7.8 m/s<sup>2</sup>. This creates a normal force
about 1.8 times what the passenger would feel if they were at rest on
the surface of the Earth. On our fifth parabola the plane caused a downward acceleration of 9.8 m/s<sup>2</sup>. A free body diagram shows the normal force is equal to zero. Normalforcelessness at last! It is amazing to feel the transition from laying on the floor accelerating upward at 7.8 m/s<sup>2</sup> to downward at 9.8 m/s<sup>2</sup>. As this change was ending, I could feel myself slowly rise out of the padding. Once complete, a slight push sent me floating toward the ceiling. Is it still the ceiling? There is no up or down now. I had spent my whole life feeling the gradient of normal force equal to my weight at my feet and decreasing to zero at the top of my head. That gradient is gone in free fall. There is only a gravitational force acting on me pulling equally on every neutron and proton in my body so it cannot be felt. I was accustomed to where my internal organs hang in my abdominal cavity. In free fall they shifted toward my neck and stayed there. My head looked and felt puffy as my heart kept pumping blood as if it had to work against gravity. After about 22 seconds this ends and you are pressed to the floor, feeling much heavier than normal. The transition was more abrupt than usual to extend free fall for the experiments. If you were unprepared, you could find yourself falling more than a few feet and/or landing on someone. Everyone aboard had been vaccinated or had a recent negative test for
COVID. We were required to wear masks but they can be a problem if
you are sick. We were advised to take them off if we
felt even mildly nauseous. Most participants had their masks off after a
few parabolas. Below are clips from some of the zero-g parabolas. Look for my encounter with the floating bagel.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='625' height='518' src='https://www.blogger.com/video.g?token=AD6v5dzAQLLKBCQIc__pPHmk8Omzb7UWQd-euuiMBxFzhQK-hr2mWXizV8wdJSiSrUInSaQlXixhPp2J4Lw' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><p>At the beginning of the video above you can see me hard at work on the Kundt's tube. It was a distracting work environment to say the least. It was attached to the floor with Velcro, and I wedged the frequency generator between the padding. The Kundt's tube stayed in place, but people kept kicking it and landing on it. This pulled the wires off the speaker. Reattaching them would sometimes send me floating toward the ceiling, unable to adjust the frequency or take video. Before the flight I thought about soldering the wires to the speaker. I am glad I didn't because the wires might have broken. Deb and I decided that the Kundt's tube should be mounted to the wall next time, so it is easier to see and reach. It also will keep people from landing on it when the plane pulls up.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgD33PORkyXKENaTkvkk2hnCItl-AZuDll2FFpurEp_ebnbi834upQ-cmAf4yRlUSjpJrHPDHe2IZtadYVbW52lT2XCEPJ1288vsb3fCwbQF0KL-ct5mdMDaL_v20KXvYB0hu3aCyQPVa0dq7DYJM3MKahuHhQ_QSZ1gMXlbHRmuF_sW4qWLw=s2333" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1376" data-original-width="2333" height="378" src="https://blogger.googleusercontent.com/img/a/AVvXsEgD33PORkyXKENaTkvkk2hnCItl-AZuDll2FFpurEp_ebnbi834upQ-cmAf4yRlUSjpJrHPDHe2IZtadYVbW52lT2XCEPJ1288vsb3fCwbQF0KL-ct5mdMDaL_v20KXvYB0hu3aCyQPVa0dq7DYJM3MKahuHhQ_QSZ1gMXlbHRmuF_sW4qWLw=w640-h378" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">When I was a teacher my students would sometimes be climbing the walls but not literally!<br /></td></tr></tbody></table><br /><p> </p><p style="text-align: center;"> <u><span style="font-size: large;">Zero-g Experimental Results<br /></span></u></p><p>The results from the Kundt's tube experiment were fascinating. Below is what it looks like in 1g at the PASCO office building. The video first shows it resonating at the fundamental frequency and then at the first overtone of the 0.92 m long tube.<br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='620' height='516' src='https://www.blogger.com/video.g?token=AD6v5dyw-VNkW-0Z3rgsFUZ9BX3diPStaiR5ClmNuIpnHkyH5IVKP_-fIzH-IxAZN21GckZB7hBqgno1Zq0' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><p>Students can measure the wavelength of the standing wave using the tube dimensions knowing there is a node at each end. Multiply it by the frequency to find the speed of sound in the tube. Notice the other patterns in the tube. The Styrofoam pellets form walls in the wave pattern. They are tallest at the anti-node. It was her curiosity about what would happen to these walls in reduced gravity and free fall that motivated Deb to want to fly a Kundt's tube. The cause of these structures is not easy to explain, even Kundt couldn't. The best explanation I found was a 1932 paper titled "On the Groupings and General Behavior of Solid Particles Under the Influence of Air Vibrations in Tubes" by <a href="https://en.wikipedia.org/wiki/Edward_Andrade" target="_blank">Edward Andrade</a>. I recommend reading the summary and inspecting the pictures at the end. A pdf of the paper will download if you click on <a href="https://royalsocietypublishing.org/doi/pdf/10.1098/rsta.1932.0012" target="_blank">this link</a>. Apparently the eight-shilling price has been waived! The short answer is that vortices form around spheres in a vibrating fluid. The vortices act to repel other spheres. However, they cause an attraction if they get very close. The spheres forming walls are close enough to feel the attraction, but they repel the spheres in the adjacent walls. There also are small air currents flowing longitudinally in the Kundt's tube. These distribute the spheres along the tube and cause some spheres to change walls. You can see these phenomena in the closeup slo-mo video below.<br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='670' height='557' src='https://www.blogger.com/video.g?token=AD6v5dy7wGhMcGVMCQZrth9vEf3j86Fehbbi3Mv9ne7LWVfqF7bcARQr5ZmJEALSEUEFVNuHzER3vNPuuLM' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><p>The main question Deb had was "what will the walls look like in reduced gravity and free fall?" An obvious guess was that they will become taller because the disturbing forces from the wave interference can lift them higher. This guess was confirmed by their appearance during the Martian gravity parabolas. I wish I would have marked the tube for comparison height measurements, but they certainly look taller.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='672' height='559' src='https://www.blogger.com/video.g?token=AD6v5dzNp1HYPq1ZnNfK9PHYuN07G4Vd2oj4K_SiAoxUM0V11vzYgiQYWg2f78tXZt8iNh_dvw3MrqYG0x8' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><p>The walls were even higher during the lunar gravity parabola, some of the spheres can be seen bouncing off the top of the tube.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='649' height='540' src='https://www.blogger.com/video.g?token=AD6v5dw_IspgIwKb9M9FZ9SMCKOn7JtRY3n-XZIXpjMh95iODHxjrsR7DVOnClyDiOFEBDkx69bKBEFNozY' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><p>I was very curious to see what would happen in free fall. I suspected they would get even taller and be symmetrical. Walls might fill the tube as a thin cylinder. That is what happened, but I was still surprised by what I saw.<br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='690' height='574' src='https://www.blogger.com/video.g?token=AD6v5dxxFntSI_HlHOJYIyA-zNh1WOjdHyDmKIwbHftgT84manM5wXF6UhNsw-KZ-yvdmS4aU-lSOIIzsXo' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><p>The Styrofoam spheres were forming cylinders but near the nodes. In 1 g and reduced g trials the standing wave pattern remained with little going on near the nodes. The walls were always tallest at the anti-node. What was going on? At the anti-node the disturbance from the wave interference was enough to disrupt wall formation. Perhaps gravity is needed to keep the spheres close enough so the attractive force is a factor. Without it, the disruption from the wave interference is able to keep them apart. The only way to tell there was resonance was the formation of the cylinders near the nodes and the increase in sound volume. The small amount of disturbance near the nodes was enough to form the cylindrical walls but not enough to immediately disrupt them. This is certainly not Nobel-prize worthy, but it was exhilarating to discover something that has never been observed before. Unfortunately, I don't I have more video with wider angle shots, slo-mo, and higher resonant frequencies. I had enough trouble getting these shots. This video shows what often happened after the tube was running and I tried to get a video.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='689' height='573' src='https://www.blogger.com/video.g?token=AD6v5dyEOeq7REoLZHsMq_ETB-Gu7XcTO2vK7Jy_juM2cnzSMBGm5wLBh97Ig832wbih9_0q0NZ8nlI7XeM' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><p>Next time we fly it we will use a dedicated camera for the Kundt's tube and have some restraints for the experimenters to use while taking additional video. Mounting it to the wall will help get better video. The addition of a scale to the tube would allow for more quantitative measurements.<br /></p><p>The Kundt's tube experiment yielded an interesting result for the speed of sound. The fundamental frequency was measured at 177 Hz. The wavelength is twice the tube length or 1.84 m. This gives a speed of sound equal to 177 Hz x 1.84 m = 326 m/s. What is interesting about that? The fundamental frequency measured at PASCO was 186 Hz. This gave a speed of sound of 342 m/s. Why the difference? I first thought it was the lower cabin pressure. Planes typically are pressurized to the equivalent of about 8000 ft. My college chemistry teacher would have been disappointed by my hypothesis because I am sure I learned that the speed of sound does not vary with pressure. It seems like it should because at zero pressure there is no speed of sound. Shouldn't it gradually get slower as the pressure is reduced? The answer is that the speed of sound gets smaller as pressure is reduced but it increases as density is reduced. These two factors cancel out. The difference was due to a difference in temperature. We can estimate the temperature from the speed of sound. The equation below solves for the speed of sound in air at a given temperature.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiUqvKd-XFvnPscmnod814hATj7BY23W7h9tyQnNll_tOrXEhj3HoEV6tXnKndf_Tzjv3Y22qZFgGIERoqjEmuJw8qIkgjPUa_hlfGNFKmffg-sL4K11LZzNp8Kybwkx46ASDzJmsm5VaBXL-vmBit86EQXkPtPC3fZBe8GEE-5fjpG067Acg=s1014" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="312" data-original-width="1014" height="98" src="https://blogger.googleusercontent.com/img/a/AVvXsEiUqvKd-XFvnPscmnod814hATj7BY23W7h9tyQnNll_tOrXEhj3HoEV6tXnKndf_Tzjv3Y22qZFgGIERoqjEmuJw8qIkgjPUa_hlfGNFKmffg-sL4K11LZzNp8Kybwkx46ASDzJmsm5VaBXL-vmBit86EQXkPtPC3fZBe8GEE-5fjpG067Acg=s320" width="320" /></a></div><p></p><p></p><p></p>Solving for T given v = 326 m/s yields 8.7<sup>o</sup> C or 48<sup>o</sup> F. It was chilly on the plane, but our jumpsuits were warm and we were too exhilarated to notice. Students could calculate the cabin temperature using their teacher's onboard measurements with the Kundt's tube. It would be good to add a temperature measurement for comparison<br /><p>The bottle of water worked as expected. I equalized the pressure with the valve and removed the tape over the holes. A few drops came out as I took the tape off but nothing after that. I enjoyed watching the spherical drops float away. I noticed the water sloshing in the half-filled bottle. It reminded me of a problem we had when I worked as an aerospace engineer. Rocket propellant on an orbiting satellite sloshes too, making it difficult to extract for a rocket thrust. There are several methods to control sloshing. These include spinning the satellite or accelerating it with compressed gas thrusters. It was fascinating to Observe this phenomenon first hand. The video below shows me doing the experiment and pondering the slosh. The closeup shots of the bottle are from the GoPro camera I Velcroed to my chest. I knew it would be useful to take hands-free video in free fall. The GoPro worked great when I tested it in my hotel room. I was disappointed about how shaky it was when I viewed it after the flight. In the hotel room gravity pulled on the camera keeping it stable. In free fall it tilted up and down from the slightest jostling. Most of the GoPro footage proved unwatchable. On a future flight I will mount it to the cabin wall so I can film experiments hands-free.<br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='643' height='535' src='https://www.blogger.com/video.g?token=AD6v5dwEFp2TJ6svGyWhk2TiAwU0DLcvHZlU7w4_-4brPvWOVc5MRuWipflpTICkOnHl50-Q6GiGnmq3Fls' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><p>I was anxious to download the data from the wireless acceleration/altimeter. A downside to using the remote logging feature is you can't see the data display as it is collected. However, I couldn't have successfully monitored a computer during the flight without a lot of preparation. It turned out the data was all there. During remote logging setup, PASCO's <a href="https://www.pasco.com/products/software/sparkvue" target="_blank">SPARKvue software</a> gives you an estimate of how long it can collect data based on the sample rate, the number of sensors activated and the sensor's internal memory. To increase the time I turned off the gyro and lowered the sample rate to 5 Hz. This gave me one hour that should measure most of the parabolas. Next time I will keep the gyro on to measure the pitch rate of the plane during a parabola. I activated the acceleration/altimeter after the first Martian parabola. It collected data for almost an hour, stopping during the 26th parabola. Below is the acceleration graph showing the resultant acceleration in m/s<sup>2</sup> on the vertical axis and time in seconds on the horizontal axis.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjAsWKj7jLdRf_B3lMrMXruKjdXx6IF9_2htIq2aRbNFtTZ3bViK4quhMHHXUZwHGb1blNLFLzhFL_2ailSIVy-58xRnEhAdEIbHbYeeJgQZtSMzKP1ItwnpdnsvxT_4xeJPTwK0a0cQKvbkDHc_f99oX21GnJagS4SrEp-eHwOZVnDzyCVIw=s2934" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2146" data-original-width="2934" height="468" src="https://blogger.googleusercontent.com/img/a/AVvXsEjAsWKj7jLdRf_B3lMrMXruKjdXx6IF9_2htIq2aRbNFtTZ3bViK4quhMHHXUZwHGb1blNLFLzhFL_2ailSIVy-58xRnEhAdEIbHbYeeJgQZtSMzKP1ItwnpdnsvxT_4xeJPTwK0a0cQKvbkDHc_f99oX21GnJagS4SrEp-eHwOZVnDzyCVIw=w640-h468" width="640" /></a></div><p>Because I had the sensor in my pocket or floating in the cabin, I graphed the resultant acceleration. It is the vector sum of all 3 directions but is predominately from the vertical direction. There is some acceleration in other directions caused by the plane, my motion, and the accelerometer colliding with things. On future flights I will mount it to the wall. When the graph is at or near zero, the plane is in Martian or lunar gravity or free fall. The free fall parabolas are after the first 3. I measured the duration of a few, they are about 20 s each. They advertise 22 s or more, perhaps some of them were that long. The screenshot below shows a free fall with a steady reading. I used SPARKvue's delta tool to measure a duration of 19.6 s.<br /></p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEihLpZ2LWy6pGpcvxflDbdXtM2Jd7X50IPGZcyzb6DyxnU1wrwIoGL-MtZ9qOoqjF4iVuuE8DnUoY4si_tdjLTPMTw6Hj1nQRTFXMM9_iFgEO_HuXVHU2Ul6vWyoS5Os_wwJGq2mf9UD_V6GSZycWs6dYD_DWh7Q3PcAoMcWRBhBlOKglGePQ=s980" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="620" data-original-width="980" height="404" src="https://blogger.googleusercontent.com/img/a/AVvXsEihLpZ2LWy6pGpcvxflDbdXtM2Jd7X50IPGZcyzb6DyxnU1wrwIoGL-MtZ9qOoqjF4iVuuE8DnUoY4si_tdjLTPMTw6Hj1nQRTFXMM9_iFgEO_HuXVHU2Ul6vWyoS5Os_wwJGq2mf9UD_V6GSZycWs6dYD_DWh7Q3PcAoMcWRBhBlOKglGePQ=w640-h404" width="640" /></a></div><br /><p></p><p>The highest readings occur when the plane is accelerating upward to change the direction of the vertical velocity. These peak at about 18 m/s<sup>2</sup> or 1.8 g. We were advised to lay on our backs between free falls and focus on a spot on the ceiling to avoid nausea. I tried to do this every time. The seemingly impervious Zero-G staff walked around during the high g parts getting ready for the next parabola. I would glance around to see what they were doing and quickly found this to be a bad idea. Some of the AE participants sat up and even stood during the high g parts. The worst part for me was when the plane turned around after every 5 parabolas. On the graph the turnarounds show as an acceleration of 10 m/s<sup>2</sup>. It was very turbulent as the graph shows, especially the long one in the middle. I lay still on my back during those parts, anticipating my next chance to float.<br /></p><p>During the reduced gravity parabolas, the acceleration values are not steady because I was jumping around and taking video of the Kundt's tube. Zooming in and reading the graph where there is little movement shows they are reasonably close to the expected values of 3.7 m/s<sup>2</sup> and 1.6 m/s<sup>2</sup>. You can download the SPARKvue data file by clicking <a href="https://drive.google.com/file/d/1lUo5O_Aly4vXR7i6nejFhbFyDMUf1erb/view?usp=sharing" target="_blank">this link</a>. PASCO SPARKvue software is free for tablets and phones and can be <a href="https://www.pasco.com/products/software/sparkvue" target="_blank">downloaded here</a>.</p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhd9USJHo3POsmRRAUkGNv0COa166BdTm8SzyKmobgAdn-2xv8z0ay7quWtQpKMExrUxBrcVLFILCEFDNEBnSQw56RKFHZzy_zAW-EAHEd0MFz9ZPUVybNIGDfLkWCjQZTwTlL4b20td4B1navEJhgLz49PDxB24qEHB4zjzf5z2EAkm8JNMA=s1594" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="786" data-original-width="1594" height="316" src="https://blogger.googleusercontent.com/img/a/AVvXsEhd9USJHo3POsmRRAUkGNv0COa166BdTm8SzyKmobgAdn-2xv8z0ay7quWtQpKMExrUxBrcVLFILCEFDNEBnSQw56RKFHZzy_zAW-EAHEd0MFz9ZPUVybNIGDfLkWCjQZTwTlL4b20td4B1navEJhgLz49PDxB24qEHB4zjzf5z2EAkm8JNMA=w640-h316" width="640" /></a></div><br /> The altimeter data also was interesting. Below is a segment of altimeter measurements shown below the acceleration measurements for several free fall parabolas. The altitude in meters is graphed on the vertical axis and time in seconds on the horizontal.<br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgj2L8PkYEG0GzIZIrTDu5wKsi5FUuG1kLWrFwY6SX_GfVLUszWsEgN7M9d6fos1bxAspA9AlrvLgy-dimmfbt_f8yb6FaPqvGL1woW5utaObl39jXP7ntkEGLJ96gcFlDNrNk_yLxw90IDoBs82Cn77fku6apuKoTRLYHayTzB4Qx8FpXRDA=s3066" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2168" data-original-width="3066" height="473" src="https://blogger.googleusercontent.com/img/a/AVvXsEgj2L8PkYEG0GzIZIrTDu5wKsi5FUuG1kLWrFwY6SX_GfVLUszWsEgN7M9d6fos1bxAspA9AlrvLgy-dimmfbt_f8yb6FaPqvGL1woW5utaObl39jXP7ntkEGLJ96gcFlDNrNk_yLxw90IDoBs82Cn77fku6apuKoTRLYHayTzB4Qx8FpXRDA=w669-h473" width="669" /></a></div><p>The altimeter graph is zoomed in because the plane's pressurization system kept pressure constant in the cabin. The average was 2573 m or 8442 ft. The variations in cabin pressure resulted in changes to the altimeter reading of only ±5 m. The vertical axis is really showing pressure changes with some interesting trends. The pressure starts dropping at the start of each free-fall, then drops steeply followed by a slight increase before a rapid drop just as the plane starts to pull up. The overall drop can be explained by the fact that the air in the cabin is not accelerating relative to the inside of the plane. Without the walls, floor, or ceiling pushing on it, the pressure drops. I am not sure what causes the different drop rates, but it might have something to do with the pressure system adjusting to the increasing outside pressure as the plane loses altitude. The slight increase could be caused by me dropping to the floor at the end of free fall. The acceleration/altimeter was in my pocket and dropped almost 1 m. The highest pressure corresponds to when the plane has a large upward acceleration. The floor of the plane is pushing up on the cabin air and compressing it. There should be a gradient of pressure from the floor to the ceiling during the high g part. I will place acceleration/altimeters on the floor and ceiling for the next flight to see if it is measurable. There is a pressure drop followed by a rise before each free fall and a pressure drop at the start of each high-g part. My guess is the pressurization control system causes these changes. I will have to do some research on plane pressurization control systems.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh9ZU_1X35eJ_lXc1iH5pmcItAi0eequ5B98yZopDn1UgL3vjNCcDMlFDdTWamQYtqeoDmSMsah8bUWK9wA71G2mjMLaTQGdLRlC307W-cQMGPIdbj5fVU_j-uwRMd6VwusygKfLBQbyJ3qS9dDTVkhYtidNBjeEf579FzWNastg6_rmhbnVQ=s375" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="375" data-original-width="372" height="640" src="https://blogger.googleusercontent.com/img/a/AVvXsEh9ZU_1X35eJ_lXc1iH5pmcItAi0eequ5B98yZopDn1UgL3vjNCcDMlFDdTWamQYtqeoDmSMsah8bUWK9wA71G2mjMLaTQGdLRlC307W-cQMGPIdbj5fVU_j-uwRMd6VwusygKfLBQbyJ3qS9dDTVkhYtidNBjeEf579FzWNastg6_rmhbnVQ=w634-h640" width="634" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">The PASCO acceleration/altimeter and I are accelerating toward the ground at 9.8 m/s<sup>2</sup> but it reads zero<br /></td></tr></tbody></table><br /><p>PASCO's SPARKvue software has an analysis tool that integrates the acceleration data to find the vertical velocity of the plane. I normalized the values by subtracting 9.81 m/s<sup>2</sup> from the data. There was a small drift that had to be subtracted too. I took one section of parabola and set the initial vertical velocity to zero and produced the graph below. If you want to see the details of these calculations, they are in the <a href="https://drive.google.com/file/d/1lUo5O_Aly4vXR7i6nejFhbFyDMUf1erb/view?usp=sharing" target="_blank">SPARKvue file I linked to</a> above. The graph below shows the vertical velocity graph below the acceleration graph. Vertical velocity in m/s is on the vertical axis and time in seconds on the horizontal axis.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjZcNfP3zLsMUNpoKUT9OrT9igH505X9epAy7IXWocOJOAC5lVQqWTFcsm9a2dZcqkZ1gp-6e5E0ze-QRpXHRfZdyS8pI8oLVDsfXXO2uRUkqYX5tthCsZn3K-pyvzZQ-4oU_9UnRFGfs7q9G9lb691j_VbuikO1v0MTwcfjwRnjp3vZfNAkg=s2286" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1521" data-original-width="2286" height="426" src="https://blogger.googleusercontent.com/img/a/AVvXsEjZcNfP3zLsMUNpoKUT9OrT9igH505X9epAy7IXWocOJOAC5lVQqWTFcsm9a2dZcqkZ1gp-6e5E0ze-QRpXHRfZdyS8pI8oLVDsfXXO2uRUkqYX5tthCsZn3K-pyvzZQ-4oU_9UnRFGfs7q9G9lb691j_VbuikO1v0MTwcfjwRnjp3vZfNAkg=w640-h426" width="640" /></a></div><p>The graph shows that the plane is slowing down on the way up at the start of free fall. This is counter-intuitive for many people, including Miles O'Brien in the CNN video. It is not surprising because the word "fall" is almost always used to describe something that is heading toward the ground. That is a problem with the term free fall. Eventually the plane's vertical speed reaches zero and it starts speeding up on the way down. The 212 m/s change in velocity during the 20.8 s free fall period shown
on the graph checks out. Accelerating at 9.81 m/s<sup>2</sup> for 20.8 s would
cause a 204 m/s change in vertical velocity. If my analysis is correct, it reaches a maximum downward speed of 147 m/s after the first parabola on the graph. This is 327 mph! We were falling with style. Imagine the shock of students coming up with this value in class as they realize their teacher was hurtling toward the ground at 327 mph. It shocked me when I first calculated it. Below is a figure from the Zero-G website that shows that the plane free falling on the way up and down.<br /></p><p><img alt="" height="349" 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" width="640" /></p><p> </p><p> </p><p style="text-align: center;"> <u><span style="font-size: large;">Zero-g Physiology</span></u></p><p>The only other experiment I conducted was in human physiology. Could I survive 30 parabolas without getting motion sickness? I have tolerated motion well since I was an adolescent. Curvy mountain roads, roller coasters, and spinning amusement park rides have never bothered me. I was always the one on the whale watching boat that took advantage of the free beers and snacks while others were feeding the fish with their breakfast. I had a colleague at Lockheed that taught aerobatic plane flying. One day he was bragging that he could make anybody sick. I said I didn't think he could make me sick. We bet the price of the plane rental and met at the airport. He tried everything in the book including inside and outside loops, barrel rolls, Immelmanns, and hammerheads. Nothing got me sick. He acknowledged I won the bet and said I could pilot a loop if I wanted. I declined, saying my back was hurting from the parachute we had to wear. That was true but I also thought I would get sick if I did one more maneuver. As I have aged, I have noticed my cast-iron stomach has gotten a little rusty. I would ride the roller coasters with physics students on physics day at the amusement park but would need time to recover before the next ride. </p><p>I did not want to get sick in zero-g. It is unpleasant to get sick on the ground but at least you know where the vomit is going. I researched how to prevent nausea and asked people for advice. Deb suggested that I don't take anything if I haven't needed to in the past. That made sense but I remembered she is unusually tolerant of zero-g. Maybe I should ask someone that was a rookie. I had that opportunity when author Mary Roach was at our <a href="http://ncnaapt.org/" target="_blank">NCNAAPT</a> meeting. She had flown the NASA KC-135 while researching for her book "<a href="https://maryroach.net/packing-for-mars.html" target="_blank">Packing for Mars</a>". She used the NASA recommended scopolamine patch and had no problems. Mary did say that I should do whatever the Zero-G people recommended so I stuck with Deb's advice and took nothing. Deb advised if I changed my mind, take the medicine long before takeoff. The only AE participant that got very sick did not take that advice. She borrowed my water bottle to wash down some Dramamine on the plane right before we started doing parabolas. She was very sick after the first free fall parabola and spent the rest of the flight suffering in a seat in the back. Marsh gave us some specific advice for avoiding motion sickness. Lie on your back between free falls and stare at a spot on the ceiling, take it easy for the first 5-6 zero-g parabolas, and avoid doing spins and flips unless you felt very good. If you must do a spin or flip, wait until the last parabola. I felt pretty good except during the 1 g turnarounds. The only time free fall bothered me was when I was focusing on adjusting the signal generator frequency and keeping the Kundt's tube working. I chose to not do any spins or flips until the end. When they announced "last parabola" I was feeling OK and decided to do a spin, moving my arms in and out like a figure skater. I didn't get much of a speed increase, but I was happy about doing a spin and hoped the cameraman got a good shot. You can see below that he did.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='636' height='529' src='https://www.blogger.com/video.g?token=AD6v5dy-EpmkLDAKGk7CNd94J3MVbA0ppVtTkRCqLxGyc-cYZqsS-9NIaMyMtL8rOUwmpxGGoQ5pzTZ6nrg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><p></p><p>The plane pulled up and started our 1-g cruise back to the Fort Lauderdale airport. That is when I started to get nauseous. I was lying on the floor putting away the signal generator. I had plenty of time to get my sick bag out and threw up once into it. I then got a strong aromatic reminder that I had mistakenly chosen a cinnamon bagel that morning and threw up again. As I walked back to the seats, I saw that about one third of the researchers were holding sick bags. I am sure they had a much more challenging set of tasks than I did. The ride back was a little turbulent and there are no windows in G-Force One. I focused on the front bulkhead and survived. I was very happy to get off the plane as the selfie below shows.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgPO3u9_1GZMQUNwSzSbQyt_lajWgO9zSGoP-Cr7bvxcUrseQl0xSGiGWGgEC2o0KSzMcg3Qs3EGPPO-5M1HgpWPgXEL5ksZBDyrmsn8moEFaF0vZgEAGLLsEDDqiB9sLd52ZIn5F98wRsSXXHRP59bEDEk8Dy4V_ZqS44eyYYZsqvXPDjbiw=s3491" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2618" data-original-width="3491" height="480" src="https://blogger.googleusercontent.com/img/a/AVvXsEgPO3u9_1GZMQUNwSzSbQyt_lajWgO9zSGoP-Cr7bvxcUrseQl0xSGiGWGgEC2o0KSzMcg3Qs3EGPPO-5M1HgpWPgXEL5ksZBDyrmsn8moEFaF0vZgEAGLLsEDDqiB9sLd52ZIn5F98wRsSXXHRP59bEDEk8Dy4V_ZqS44eyYYZsqvXPDjbiw=w640-h480" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Mission Accomplished<br /></td></tr></tbody></table><p>I hope I get another chance to fly on the Zero-G plane. I especially would like to fly with a group of teachers who are doing some of my experiments. I will be fine if it is just a 15-parabola flight! I also will choose a different kind of bagel. Thanks to Zero-G, PASCO, and Deb Houts for giving me this unbelievable experience.<br /></p><p></p>Dan Burnshttp://www.blogger.com/profile/12683196293093258132noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-76664135385623802192021-09-15T12:07:00.002-07:002021-09-15T12:10:41.700-07:00Bad Apple: A classroom skepticism quickie<p>Among the accepted truths of <a href="https://en.wikipedia.org/wiki/Watergate_scandal" target="_blank">Watergate</a> is that the Nixon campaign didn't need to do it. He was going to win the 1972 Presidential. There was no need to break into the Democratic National Committee offices; there was no intelligence that a Nixon campaign really needed. Nevertheless, break in they did. And Nixon eventually resigned as a consequence.</p><p>At the September 2021 Apple Event (<a href="https://youtu.be/EvGOlAkLSLw" target="_blank">California Streaming</a>), the <a href="https://www.folklore.org/StoryView.py?project=Macintosh&story=Reality_Distortion_Field.txt" target="_blank">reality distortion field</a> (RDF) was energized for a slew of new tech offerings. Among them, Apple Watch Series 7. The face of the watch was enlarged by a few pixels. But marketing is marketing. So to illustrate the significance of a few added pixels, Apple presented this image to demonstrate how much more text could be displayed.</p><p>The exercise is to show the image to students and have them tell you how Apple fudged this. Clearly, six or so more words appear on the newer model. The watch's screen only went from 44mm to 45mm (diagonal). Why so many more words?</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXAuLmbBGea3mn-qAPLFL0PUpn2KToVTXeDpykQm0qAmjvhtMXj6o8lwwXQC5NuiRb3xtuaKGkEzj6X2Dq0jcBn1_XSQk_Gws0QiygiM7QbosxsOE5aRW_xAbc_6i91PF1Y86ttA/s557/AppleWatch7.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="310" data-original-width="557" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXAuLmbBGea3mn-qAPLFL0PUpn2KToVTXeDpykQm0qAmjvhtMXj6o8lwwXQC5NuiRb3xtuaKGkEzj6X2Dq0jcBn1_XSQk_Gws0QiygiM7QbosxsOE5aRW_xAbc_6i91PF1Y86ttA/w640-h356/AppleWatch7.jpg" width="640" /></a></div><br /><p><br /></p><p>What sorcery is at work here? With any luck, tech-savvy, skeptical teens will be able to knock a few holes in Apple's marketing RDF. Better still if they ever had to write a paper with a minimum page count requirement.</p><p>Should Apple have worried that without this dubious marketing exaggeration, Apple Watch sales would plummet, casting doubt on the future profitability of the tech giant? </p><p>Given the facts in evidence, motivations and human nature, the Nixon camp still broke into those DNC offices in The Watergate.</p>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-4399750077982837472021-08-10T12:51:00.001-07:002021-08-10T12:51:50.441-07:00Going With the Wind, A Twitter Story<p>Derek Muller started creating unique videos that are often related to physics and physics education in 2011 on his <a href="https://www.youtube.com/channel/UCHnyfMqiRRG1u-2MsSQLbXA" target="_blank">Veritasium YouTube Channel</a> and <a href="https://www.veritasium.com/" target="_blank">website</a>. I was a big fan from the start and have shown his <a href="https://youtu.be/vqDbMEdLiCs" target="_blank">Misconceptions About Temperature video </a>to hundreds of teachers at my workshops. One of his recent videos, <a href="https://www.veritasium.com/videos/2021/5/29/risking-my-life-to-settle-a-physics-debate" target="_blank">Risking My Life to Settle a Physics Debate</a>, was very entertaining but I did not pay close attention to it. In it Derek recreates an accomplishment that was originally done by Rick Cavallaro and John Borton. In 2010 they drove their Blackbird vehicle directly downwind faster than the wind. This is sometimes abbreviated as going DDWFTTW. In a 10 mph wind the Blackbird reached a top speed of 27.7 mph, almost 3 times faster than the wind. This feat was <a href="https://en.wikipedia.org/wiki/Blackbird_(wind-powered_vehicle)" target="_blank">well documented</a> and <a href="https://www.lockhaven.edu/~dsimanek/museum/ddwfttw.htm" target="_blank">explained</a> at the time. But this begs the question, why did Derek Muller title his video "Risking My Life to Settle a Physics Debate"? Although there were a few people skeptical of the 2010 achievement, if you spend some time digging into the data and documentation, this skepticism fades quickly. Unfortunately, I was not one of the people who did their homework. I watched the video with an uncritical eye. When I read on Twitter that Derek had made a bet with a physics professor, I responded with a Tweet referring to other scientific bets.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS8nXzaZ2rvxfDMVjAQq4AGsf39E-AHOTLnsv478ez8Q0DE15a-1fFwZNmRCSg3z-fRZLd1HQaRffc6ZWoMQOBhBikbEc17KJMawICiM0ATdHTrYH0IaOISMIRoF5UvYHHHZzE/s699/Screen+Shot+2021-07-22+at+1.23.33+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="699" data-original-width="581" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS8nXzaZ2rvxfDMVjAQq4AGsf39E-AHOTLnsv478ez8Q0DE15a-1fFwZNmRCSg3z-fRZLd1HQaRffc6ZWoMQOBhBikbEc17KJMawICiM0ATdHTrYH0IaOISMIRoF5UvYHHHZzE/w532-h640/Screen+Shot+2021-07-22+at+1.23.33+PM.png" width="532" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNlEbmfYJu2yH7mcevUi6yPIhEb70h_mzx94qyQrelMUSsm4hkfY873gVrUMh4HdJYMk4XpRcvw77JWUjZwdPIBhtPC9v_r-B-t6b5vxBgOa4CtZleMkLfEu00ca__EyBbobsi/s579/Screen+Shot+2021-07-22+at+1.25.51+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="517" data-original-width="579" height="572" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNlEbmfYJu2yH7mcevUi6yPIhEb70h_mzx94qyQrelMUSsm4hkfY873gVrUMh4HdJYMk4XpRcvw77JWUjZwdPIBhtPC9v_r-B-t6b5vxBgOa4CtZleMkLfEu00ca__EyBbobsi/w640-h572/Screen+Shot+2021-07-22+at+1.25.51+PM.png" width="640" /></a></div><p>Soon after that, the physics professor who had accepted the bet, Alex Kusenko, responded to my Tweet:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAVdE568Te8afmRNuATt58v2i5GqIhI3EG5Njn2MX5h_eoJCv9lQ3GlYzJBP5pHUM98vEU_gx0xEeF_KA-Rh5MNvePyLCPO3K8HNLGIjzwwTRlITi9jtmRZbuN15B9TLuo6k3F/s588/Screen+Shot+2021-07-22+at+1.28.20+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="202" data-original-width="588" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAVdE568Te8afmRNuATt58v2i5GqIhI3EG5Njn2MX5h_eoJCv9lQ3GlYzJBP5pHUM98vEU_gx0xEeF_KA-Rh5MNvePyLCPO3K8HNLGIjzwwTRlITi9jtmRZbuN15B9TLuo6k3F/w640-h221/Screen+Shot+2021-07-22+at+1.28.20+PM.png" width="640" /></a></div><p>This got my attention. One of the principal subjects in an ongoing social media drama had responded to my Tweet. His confidence made me question my original acceptance of the DDWFTTW success, but I was still supportive of Derek's Blackbird ride in my response.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimXcqxeuM26AXLZDSQgca0Mn6c6P4AXdpozH5-f-HbHKlqx_eNcQ6CFDvqoy09gFspBPF7BEanihlJJQqkJndtLzLNMp57V7euB4XaecxuaQj665_O5mORbwFvjGZzcUM89Pd_/s593/Screen+Shot+2021-07-22+at+1.28.43+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="181" data-original-width="593" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimXcqxeuM26AXLZDSQgca0Mn6c6P4AXdpozH5-f-HbHKlqx_eNcQ6CFDvqoy09gFspBPF7BEanihlJJQqkJndtLzLNMp57V7euB4XaecxuaQj665_O5mORbwFvjGZzcUM89Pd_/w640-h198/Screen+Shot+2021-07-22+at+1.28.43+PM.png" width="640" /></a></div><p>Using Galileo's famous but apocryphal quote was a little off-base considering that there was no question that the Blackbird moved. The question was whether it could go faster than the wind when going directly with the wind. Assuming that the force of the air could get it up to the speed of the wind, how could it continue to speed up in what would be a dead calm for the person on the Blackbird? How could it extract energy from the wind to add to its kinetic energy? Alex's response linked to his presentation explaining why he thought DDWFTTW was physically impossible. You can find <a href="https://docs.google.com/presentation/d/1xuN-9C1Gs6MAVTJkhh1vMJw0atmSsTsKDkhEfN898K4/edit#slide=id.gb6e540a45a_618_0" target="_blank">his presentation online</a> but it has been updated.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgf8cYoHp_z545jl3HFu1iz5aYIsYwDpp5EcxMUJG2W0xB3TwD_GGNJpbS58i_1ZYUbobupdu_2IH36rYyYeVQmI4RpFt12oS_I458AFWnEOvNbUoQeYK1QJMCARRUe8Laus8Sc/s581/Screen+Shot+2021-07-22+at+1.29.14+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="343" data-original-width="581" height="378" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgf8cYoHp_z545jl3HFu1iz5aYIsYwDpp5EcxMUJG2W0xB3TwD_GGNJpbS58i_1ZYUbobupdu_2IH36rYyYeVQmI4RpFt12oS_I458AFWnEOvNbUoQeYK1QJMCARRUe8Laus8Sc/w640-h378/Screen+Shot+2021-07-22+at+1.29.14+PM.png" width="640" /></a></div>After reading Alex's slides I had more questions about Derek's Blackbird ride. It seemed plausible that the wind speed decreased rapidly while the Blackbird lost speed at a slower rate, allowing it to go faster than the wind temporarily as it slowed down. I analyzed the forces and realized that Derek had left out something important in his video. He never mentioned that for the wheels to be driving the propeller, there would have to be a force of friction from the ground that opposed the motion of the Blackbird. I sent Alex a reply that shows my growing doubt. The flattery in his response may have influenced my change of mind too!<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS-Xh0EFBodMiGkImAkxUdiq9obW0CnhqMuVyMehMFcTPq6bEb80T5JThPYoWsoOM5INAaEKvQ6fVhojBZqZg3CDZqckQlehQcltQS-93JhkTkFGDCItiyHCaFkjOtDeN6Kv0G/s594/Screen+Shot+2021-07-22+at+1.29.53+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="322" data-original-width="594" height="345" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS-Xh0EFBodMiGkImAkxUdiq9obW0CnhqMuVyMehMFcTPq6bEb80T5JThPYoWsoOM5INAaEKvQ6fVhojBZqZg3CDZqckQlehQcltQS-93JhkTkFGDCItiyHCaFkjOtDeN6Kv0G/w640-h345/Screen+Shot+2021-07-22+at+1.29.53+PM.png" width="640" /></a></div><p>I decided to pick a side and responded to one of Derek's Tweets. Although I don't regret sending this, I wish I had left the remark about investing the $10k out, it was arrogant. This Tweet is now pinned to Alex's account so I am still paying for it!<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnLkc85PWwTALo_NEHwiTsSIW3tga1XwLZIJ3R2bkN_EoELsdxXvR8gCiu_1ZP5OyxQVofmief-zy7FXdI7TSC0BhVJ7z6ssENdcmt2AAGAZup0WvKulAYSPFrXONg4tYf5HZl/s587/Screen+Shot+2021-07-22+at+2.04.17+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="466" data-original-width="587" height="507" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnLkc85PWwTALo_NEHwiTsSIW3tga1XwLZIJ3R2bkN_EoELsdxXvR8gCiu_1ZP5OyxQVofmief-zy7FXdI7TSC0BhVJ7z6ssENdcmt2AAGAZup0WvKulAYSPFrXONg4tYf5HZl/w640-h507/Screen+Shot+2021-07-22+at+2.04.17+PM.png" width="640" /></a></div><p>Alex contacted me after this Tweet to discuss a project with his educational platform <a href="http://Kudu.com">Kudu.com</a>. We have had several video conferences since then but they concern a project to create an AP Physics 1 course on <a href="http://Kudu.com">Kudu.com</a>. It will be free for high school teachers and students to use. Since these conversations are not related to this post, I will not mention them further. The above Tweet also drew the attention of Rick Cavallaro, one of the inventors of the Blackbird. I was unaware of the amount of skepticism he has had to deal with and his extensive efforts to to explain how the Blackbird works. He rightfully called me out on the $10k remark.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidNMrfr2YArXyVyUQdT9kKYdGlexnpjc3OI_izyc6jBZBBidfk8RZp7PIFj-6Q0j-tLvQXhmEBQjRBI5TSvzC0RpK9OeoAHLUUr8SB3YqrdI6adl-VDj9vHS4pSM-KauFnwu87/s584/Screen+Shot+2021-07-22+at+2.24.22+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="287" data-original-width="584" height="313" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidNMrfr2YArXyVyUQdT9kKYdGlexnpjc3OI_izyc6jBZBBidfk8RZp7PIFj-6Q0j-tLvQXhmEBQjRBI5TSvzC0RpK9OeoAHLUUr8SB3YqrdI6adl-VDj9vHS4pSM-KauFnwu87/w640-h313/Screen+Shot+2021-07-22+at+2.24.22+PM.png" width="640" /></a></div><p>I received this Tweet while on vacation in Colorado. I did some reading about the 2010 DDWFTTW record and realized there was a lot more to this than the Veritasium video. I discovered that there was a lot of data to indicate that it had been done before. The question was, did Derek go DDWFTTW in his video? That is what the bet was about. The video shows Derek going into the wind with a telltale indicating that the direction of the wind relative to the Blackbird is front to back. That indicates he was going DDWFTTW. If it was from a sudden gust of wind then the Blackbird would be slowing down. This is what Alex was claiming. If it was being driven by the wheels powering the propeller, the Blackbird would be speeding up. This is what Derek was arguing. I realized that if the speed of the Blackbird could be measured, the bet could be settled. Unfortunately, they did not outfit the Blackbird with sensors to measure its speed in Derek's video. I noticed radial lines on the back wheels that could be tracked with video analysis. I decided to use the video analysis in <a href="https://www.pasco.com/products/software/capstone" target="_blank">PASCO scientific's Capstone software</a> to measure the angular speed of the wheel using these lines. I work for PASCO scientific and have Capstone installed on my computer. I downloaded the video from YouTube and found the section where the telltale indicates it is going DDWFTTW. It was difficult to analyze because the video was shot from a moving vehicle causing the wheel to move around in the frame. I asked our technical support manager at PASCO scientific, Mike Paskowitz, if he had any ideas. He suggested I track the end of the rotating line on the wheel and the center of the wheel. Capstone could calculate the difference between these 2 points yielding the y component of the radial line on the wheel. A graph of the y-component as a function of time would be sinusoidal. I could use Capstone's analysis tools to fit a sine function to it. The angular frequency of the sine function would equal the angular speed of the Blackbird. This worked pretty well and showed that Blackbird was speeding up. Because of the poor quality of the video, I hedged my conclusion when I Tweeted out my results.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWpAoVM1eF8OJ8cmB5G9jr67cdsN9r0xmI2n90u2z7VjebtTbsufj8_GL71wEPVhXDye5CoPiKYEykhjEwHLjJOdMyYuzVmTHAxyfjpfOr4I5ha6KKH2QYw3-ejH9-YUU0vMWQ/s586/Screen+Shot+2021-07-22+at+2.36.11+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="553" data-original-width="586" height="603" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWpAoVM1eF8OJ8cmB5G9jr67cdsN9r0xmI2n90u2z7VjebtTbsufj8_GL71wEPVhXDye5CoPiKYEykhjEwHLjJOdMyYuzVmTHAxyfjpfOr4I5ha6KKH2QYw3-ejH9-YUU0vMWQ/w640-h603/Screen+Shot+2021-07-22+at+2.36.11+PM.png" width="640" /></a></div>I posted a Tweet showing the video and complained about the lack of data on Derek's Blackbird ride. Derek responded with an offer.<br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRYzlwjNVXkXTSwrOMLKiC2km7nrVpq6-nR0XlJuqNbzW4nK5gzM_shfNrLRzLT9I35r7M5h_7I4DnCTfdNlLOS1zw8RLm34HVlbtwI0wK9JrBlYqaT-ma1dDDfEnxu0piGsU9/s770/Screen+Shot+2021-07-22+at+3.12.32+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="770" data-original-width="585" height="824" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRYzlwjNVXkXTSwrOMLKiC2km7nrVpq6-nR0XlJuqNbzW4nK5gzM_shfNrLRzLT9I35r7M5h_7I4DnCTfdNlLOS1zw8RLm34HVlbtwI0wK9JrBlYqaT-ma1dDDfEnxu0piGsU9/w624-h824/Screen+Shot+2021-07-22+at+3.12.32+PM.png" width="624" /></a></div><p>He also direct messaged me with an offer to send some high resolution video of his Blackbird ride.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7I4lEwR-xPAXPqV4rfSQPG5C9ST8O6_B54s3XS-jhHkPibDPGej61_kEtsUrCZwWGdNnYNYNty5F3Wy1aL1X4vG9151ekzBZ6kQwTOwm-ItSfdwOpUo0vyAB6s5m2QP3I9Jxp/s574/Screen+Shot+2021-07-22+at+2.54.44+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="486" data-original-width="574" height="542" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7I4lEwR-xPAXPqV4rfSQPG5C9ST8O6_B54s3XS-jhHkPibDPGej61_kEtsUrCZwWGdNnYNYNty5F3Wy1aL1X4vG9151ekzBZ6kQwTOwm-ItSfdwOpUo0vyAB6s5m2QP3I9Jxp/w640-h542/Screen+Shot+2021-07-22+at+2.54.44+PM.png" width="640" /></a></div><p>I downloaded the video and we had a nice exchange of DMs. He even started following me on Twitter! <br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2i2_7FAbBl-co1-3GjM8V48X_2Efa9PvqXYB4wuH8Em6WNOf_pKIvpbRFYpIGSTm2AB-eE9JsXEK0cSruWF1RLhUw2vMU5Kn3HLn0ciDEKBsjCiozLXZ_rBHpGLm8fiGz9td6/s891/Screen+Shot+2021-07-22+at+2.57.10+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="891" data-original-width="565" height="818" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2i2_7FAbBl-co1-3GjM8V48X_2Efa9PvqXYB4wuH8Em6WNOf_pKIvpbRFYpIGSTm2AB-eE9JsXEK0cSruWF1RLhUw2vMU5Kn3HLn0ciDEKBsjCiozLXZ_rBHpGLm8fiGz9td6/w519-h818/Screen+Shot+2021-07-22+at+2.57.10+PM.png" width="519" /></a></div><p></p><p>Before I could get to the analysis, Alex conceded the bet that very day. I don't know if the video analysis was the deciding factor but it did play a role. I was relieved because the video Derek sent me was not great for video analysis. The lines on the wheels were too blurry for the auto-tracking feature of Capstone to work. It is a lot of work do analyze 120 fps video manually.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmSuvCE-x8G3tdeHxPl19QcH4IlGySiJabeOKIQamcFeIKcfXAyrkshyPFSR9Hp06M5mAkG_ri6NZlLynVDJHhzbuIxJo4OMEHju9e25tsY9papxL3-H2Nlxi8bKVVkdDM9-EP/s593/Screen+Shot+2021-07-22+at+3.19.36+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="380" data-original-width="593" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmSuvCE-x8G3tdeHxPl19QcH4IlGySiJabeOKIQamcFeIKcfXAyrkshyPFSR9Hp06M5mAkG_ri6NZlLynVDJHhzbuIxJo4OMEHju9e25tsY9papxL3-H2Nlxi8bKVVkdDM9-EP/w640-h410/Screen+Shot+2021-07-22+at+3.19.36+PM.png" width="640" /></a></div><p>I enjoyed the rest of my time in Colorado and put the Blackbird out of my mind. After returning home, Rick Cavallaro tagged me on this Tweet with a link to a <a href="https://youtu.be/CkhBskovitQ" target="_blank">video by Engineering with Rosie</a>. It did a great job of explaining how the Blackbird could go DDWFTTW.<br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL5PlRSQ7dy6mIUw902AzepdkTymBsNOYIHEKl6DnFB7FSPTAUWj35WOVH2WydYbw_8VplsG3w7xxZoeR7mC5XTWJyZXP1vZIykjLMqxau1Wf2WMDtIR21cKaSxv6TdM-WY2ro/s587/Screen+Shot+2021-07-22+at+2.33.31+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="587" data-original-width="583" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL5PlRSQ7dy6mIUw902AzepdkTymBsNOYIHEKl6DnFB7FSPTAUWj35WOVH2WydYbw_8VplsG3w7xxZoeR7mC5XTWJyZXP1vZIykjLMqxau1Wf2WMDtIR21cKaSxv6TdM-WY2ro/w635-h640/Screen+Shot+2021-07-22+at+2.33.31+PM.png" width="635" /></a></div>There were some things about the Blackbird going DDWFTTW that I had trouble explaining. For the Blackbird to speed up it needed a source of energy. If the source of energy was from the air, it would have to slow the air down to extract energy from it. But for the propeller to provide a force of thrust, wouldn't that speed the air up? Rosie's video explained this very clearly. The sketch from her video below shows how the air can speed up from the reference frame of the Blackbird yet slow down relative to the Earth's reference frame.<br /><p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmrw2up0SEfyjLiQCK_BMKyEHG4oa-hyaSOLfZ0DmzVyg9UCL4yMJ05J9RgmLPh2SyBkDLwDxV6K3pkilqeca9ocPPfy5zLcgs1SY86bEYc_I4pTknvrNxJA582anCQpT04lqV/s818/Screen+Shot+2021-07-08+at+1.38.56+PM.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="591" data-original-width="818" height="462" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmrw2up0SEfyjLiQCK_BMKyEHG4oa-hyaSOLfZ0DmzVyg9UCL4yMJ05J9RgmLPh2SyBkDLwDxV6K3pkilqeca9ocPPfy5zLcgs1SY86bEYc_I4pTknvrNxJA582anCQpT04lqV/w640-h462/Screen+Shot+2021-07-08+at+1.38.56+PM.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Rosemary Barnes' sketch expertly explained starting at <a href="https://youtu.be/CkhBskovitQ?t=337" target="_blank">5:37 in her video</a><br /></td></tr></tbody></table><p>Another thing I had trouble explaining was how the Blackbird worked as a machine. Machines are used to do work on something. The work you put into a machine is always more than the work you get out of it. I thought the Blackbird was violating this because I viewed it from the perspective of the ground doing work on the wheels as the input work and the propeller doing work on the air as the output work. I realized I had this backwards. The Blackbird is a machine that uses energy from the moving air to do work on the Earth. I sent Rick a Tweet thanking him for recommending Rosie's video.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyOMREgijCM5OuXB0xNfDO92u7LlGSJ7jIKPtrltigFLp7Ov99ZKeW7sN3M6-53h_oVkCx_r25RBlFFtnx4hQfCmhbX7iWqsKeIRBPlzCF8ORLDalfxEvhgi9Aa0hNGVbrgM3h/s1168/Screen+Shot+2021-07-23+at+11.21.48+AM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="424" data-original-width="1168" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyOMREgijCM5OuXB0xNfDO92u7LlGSJ7jIKPtrltigFLp7Ov99ZKeW7sN3M6-53h_oVkCx_r25RBlFFtnx4hQfCmhbX7iWqsKeIRBPlzCF8ORLDalfxEvhgi9Aa0hNGVbrgM3h/w640-h232/Screen+Shot+2021-07-23+at+11.21.48+AM.png" width="640" /></a></div><p>And he replied asking me if I had changed my mind. I answered in the affirmative but was still struggling with how I would explain the Blackbird to a high school physics student. That is always a good test of understanding.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyzpLKCUy1NCwfbPRwsmS5Q7i6lKHGT_OXs9FU_Am6-A3T5xq_IETb9DLQl0zLWMH9jXJI3Kzw3v9gY8g5mN6nKcvAFanEzBN1cBDtzf0oIfGcCF4-r4WMevYwOU8AGyBjVy5i/s1178/Screen+Shot+2021-07-23+at+11.24.00+AM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="414" data-original-width="1178" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyzpLKCUy1NCwfbPRwsmS5Q7i6lKHGT_OXs9FU_Am6-A3T5xq_IETb9DLQl0zLWMH9jXJI3Kzw3v9gY8g5mN6nKcvAFanEzBN1cBDtzf0oIfGcCF4-r4WMevYwOU8AGyBjVy5i/w640-h223/Screen+Shot+2021-07-23+at+11.24.00+AM.png" width="640" /></a></div><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjMOY62dkAfffLxaYkOvwEo9smjB14APQx1MEkbFOirY9F6_F2GJTF3IcrD8WmOrhzE3KToOGz16hLjJKbVlpul6PDhcYiSTc4wxAIztZSvzMThzlZ7JwjueQxOIfp4EEEXnAG/s1174/Screen+Shot+2021-07-23+at+11.24.56+AM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="576" data-original-width="1174" height="314" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjMOY62dkAfffLxaYkOvwEo9smjB14APQx1MEkbFOirY9F6_F2GJTF3IcrD8WmOrhzE3KToOGz16hLjJKbVlpul6PDhcYiSTc4wxAIztZSvzMThzlZ7JwjueQxOIfp4EEEXnAG/w640-h314/Screen+Shot+2021-07-23+at+11.24.56+AM.png" width="640" /></a></div><p>Rick then sent me a Tweet with a link to <a href="https://www.dropbox.com/s/107bmzgxhutwo5m/My%20ddwfttw%20analysis.pdf?dl=0" target="_blank">a document he had recently written</a> and a link to video of a <a href="https://youtu.be/X6oJpnSJyV8" target="_blank">talk he gave in San Francisco in 2017</a>.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfIzYPo3Tn7lH2e5hLAPDN8n_P-9m5Y_yfVkrfjm5HRmyHastAvQ38g4YdBjAIMedpe6yVDB2W_RM6RJAITv6QHehtguFCz2_VsPHAHpFG__CDTDMRQ2QIFUys3KY-djV_YSJx/s1166/Screen+Shot+2021-07-23+at+11.18.01+AM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="558" data-original-width="1166" height="306" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfIzYPo3Tn7lH2e5hLAPDN8n_P-9m5Y_yfVkrfjm5HRmyHastAvQ38g4YdBjAIMedpe6yVDB2W_RM6RJAITv6QHehtguFCz2_VsPHAHpFG__CDTDMRQ2QIFUys3KY-djV_YSJx/w640-h306/Screen+Shot+2021-07-23+at+11.18.01+AM.png" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxeyAvNpjRALQcDJ4GOHH4aJ3VBMlEhLaKHDANkEOeD0JjeMt-Uz7vXFqUXARG-6SskbDrgaHhEdflLcDN2SWlLXdTf6GoozQVKMp8usTqZ-8F65OfA1ChTzqEi8VKWu7oko3b/s1190/Screen+Shot+2021-07-23+at+11.26.18+AM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="648" data-original-width="1190" height="348" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxeyAvNpjRALQcDJ4GOHH4aJ3VBMlEhLaKHDANkEOeD0JjeMt-Uz7vXFqUXARG-6SskbDrgaHhEdflLcDN2SWlLXdTf6GoozQVKMp8usTqZ-8F65OfA1ChTzqEi8VKWu7oko3b/w640-h348/Screen+Shot+2021-07-23+at+11.26.18+AM.png" width="640" /></a></div><br /><p>It is easy to see that Rick is generous with his time to help people understand how the Blackbird works. You can also tell he is a little peeved at Alex. I had seen the video before but the document gave a very detailed example of how the Blackbird can go DDWFTTW. If I was still teaching I would invite him to give a talk to my physics students. I then got around to re-doing the video analysis using the 120 fps video Derek sent me. It was still too blurry for auto-tracking to work so I analyzed less than 2 seconds of motion. The data came out much cleaner and still showed the Blackbird speeding up while going DDWFTTW.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGA02ozs4cPyyJxKsvnb2c4bRAc3Z56rP4eZUdG1QWZsQbOniNzAYPobC6xJ6k_MrOzc7POSbSSDz0gI0eRHPWfxWLOFnm9BdHMRY1r02-uFEbMK2CU_vFAziERr_dOqV9U5JX/s1672/Screen+Shot+2021-07-24+at+2.20.05+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1672" data-original-width="1168" height="769" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGA02ozs4cPyyJxKsvnb2c4bRAc3Z56rP4eZUdG1QWZsQbOniNzAYPobC6xJ6k_MrOzc7POSbSSDz0gI0eRHPWfxWLOFnm9BdHMRY1r02-uFEbMK2CU_vFAziERr_dOqV9U5JX/w538-h769/Screen+Shot+2021-07-24+at+2.20.05+PM.png" width="538" /></a></div>Here is the video from the above Tweet:<br /><p></p><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="461" src="https://www.youtube.com/embed/IjunWXZMvaE" width="554" youtube-src-id="IjunWXZMvaE"></iframe></div><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFK_dR0XctLDv4ua129ObxMo5B-Qpg9dqJRK6IpDKUErnISXBhToQD72Os0JChbsrKpIkFWrWdLcGTI2VlQKvSAK_5bD9NuXQ75-ADJCglsuLH1nRPR13MwVdcZNhaVpHGA_QO/s1172/Screen+Shot+2021-07-24+at+2.22.05+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1172" data-original-width="1164" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFK_dR0XctLDv4ua129ObxMo5B-Qpg9dqJRK6IpDKUErnISXBhToQD72Os0JChbsrKpIkFWrWdLcGTI2VlQKvSAK_5bD9NuXQ75-ADJCglsuLH1nRPR13MwVdcZNhaVpHGA_QO/w636-h640/Screen+Shot+2021-07-24+at+2.22.05+PM.png" width="636" /></a></div><br /><p></p><p>I was surprised when he sent me a direct message the next day with an offer to talk on the phone.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNtyKEmiXWXb9QFYoFySVUaGEkoxgSx1LyrQbt51UvSW113aCChus5JWGfxYSMMFmCUJHCpo3r4AfwWC4FSaEpMgFjn04sgD2_WWpUfF3AF0_rM7XOI5udfLaa0W8DRlf4hCrn/s1168/Screen+Shot+2021-07-23+at+11.14.24+AM.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="948" data-original-width="1168" height="520" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNtyKEmiXWXb9QFYoFySVUaGEkoxgSx1LyrQbt51UvSW113aCChus5JWGfxYSMMFmCUJHCpo3r4AfwWC4FSaEpMgFjn04sgD2_WWpUfF3AF0_rM7XOI5udfLaa0W8DRlf4hCrn/w640-h520/Screen+Shot+2021-07-23+at+11.14.24+AM.jpeg" width="640" /></a></div><p>I enthusiastically agreed and benefited from his knowledge and ability
to explain things. He also listened to my thoughts and helped clarify them. I expressed my disappointment in some of <a href="https://twitter.com/CavallaroRick/status/1410223753838030853" target="_blank">his comments about Alex's concession</a> of the bet. However, I told him I understood his impatience with those of us who were skeptical of something that had been well-documented in 2010 and had a sound foundation in the laws of physics. It is similar to when those who helped land people on the Moon hear from the idiots that say it was a hoax. The difference is we sought out the facts and admitted we were wrong.</p><p>Later that day Derek released his <a href="https://www.veritasium.com/videos/2021/6/30/a-physics-prof-bet-me-10000-im-wrong" target="_blank">sequel to the his first Blackbird video</a>. In it, Derek takes responsibility for the shortcomings in the first video including an incomplete explanation and lack of data. That was big of him but as I stated earlier, the primary shortcoming was the lack of effort to research on the part of those of us who expressed skepticism. The first video and the information posted elsewhere about the 2010 record-breaking run by Rick Cavallaro and John Borton were sufficient to win the bet. However, the second video is so good that I am glad Derek felt it was necessary to make. I remember feeling a little better when the video revealed that Bill Nye also was skeptical. He showed some of that skepticism earlier in a Tweet:<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRnFPIUtQuokGAO4WH-eS6ogNRPV7_y4B2i6yK01PD_WgWdhK49_-r_bu8tMYqBfbf652FMxhztwpxpPLmuXEQ_l4X2X0PSbpT087nh6N5JGR-QMkh5Kc98FDEpWXT-ueVRVmC/s581/Screen+Shot+2021-08-04+at+11.55.32+AM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="170" data-original-width="581" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRnFPIUtQuokGAO4WH-eS6ogNRPV7_y4B2i6yK01PD_WgWdhK49_-r_bu8tMYqBfbf652FMxhztwpxpPLmuXEQ_l4X2X0PSbpT087nh6N5JGR-QMkh5Kc98FDEpWXT-ueVRVmC/w640-h188/Screen+Shot+2021-08-04+at+11.55.32+AM.png" width="640" /></a></div><p>In the video Derek shows an email from Bill Nye where he says "I am pretty sure the inventors of the Blackbird are fooling themselves, or us, or both --- and, I was not thinking critically when I watched your video." This reminded my of my Tweet quoting Feynman about how easy it is to fool yourself. Here was a former engineer who also had convinced themself that the Blackbird could not go DDWFTTW. I wanted to link to this part of the video but when I watched it again, the Bill Nye email was gone! I started to doubt that I had seen it when I did a search and found the Tweet that preserved the email in a screen capture. Apparently Bill Nye asked Derek to remove this from his video. That is too bad. Being wrong and showing when others are wrong is crucial for the advancement of science and engineering. A person who goes by the moniker "The Science Guy" should not hide their mistakes.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy0eG0fwV144IF6Q1X0mWalqpI_7CY7MNLJ1yu07CsgMKHcHbiqVDlEEtGhW1u_lFJ9YQqw5rBTFLUyddmI_s8LZ4ljVPMR7Hj9O6ao5rQ9Ii92xp6OVgRwg9XKP1hXtr0KnIw/s599/Screen+Shot+2021-08-04+at+11.48.27+AM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="474" data-original-width="599" height="506" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy0eG0fwV144IF6Q1X0mWalqpI_7CY7MNLJ1yu07CsgMKHcHbiqVDlEEtGhW1u_lFJ9YQqw5rBTFLUyddmI_s8LZ4ljVPMR7Hj9O6ao5rQ9Ii92xp6OVgRwg9XKP1hXtr0KnIw/w640-h506/Screen+Shot+2021-08-04+at+11.48.27+AM.png" width="640" /></a></div><p>Another part in the second video that stood out for me is the video analysis of Derek's Blackbird run. They edited the video to track the center of the wheel so that it remains fixed in the frame. They added 2 color bars to show the rotation, making it easy to see that the Blackbird is speeding up while going DDWFTTW.</p><p> <br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpzgDLL6U3pCnz8XTCPzFAblHyy62ImwVFj6n1aFvxLhyN1aVBEVQy5Ow-2M6xv7gFn-VwPvxJgWKYVda-gGnjaWyrDr5j2Bcqyf4WGNFMywYUe1ZBPYgWt6nzcxWhRpozc4WN/s991/Screen+Shot+2021-08-04+at+12.11.37+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="560" data-original-width="991" height="362" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpzgDLL6U3pCnz8XTCPzFAblHyy62ImwVFj6n1aFvxLhyN1aVBEVQy5Ow-2M6xv7gFn-VwPvxJgWKYVda-gGnjaWyrDr5j2Bcqyf4WGNFMywYUe1ZBPYgWt6nzcxWhRpozc4WN/w640-h362/Screen+Shot+2021-08-04+at+12.11.37+PM.png" width="640" /></a></div><br /><p></p><p><a href="https://youtu.be/yCsgoLc_fzI?t=517" target="_blank">At 8:43 in the second video</a> Derek mentions that it was "someone on Twitter" who suggested doing video analysis. I thought that could be me so I asked Derek about it in a DM.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-XBMk1ox2J1skTn4NwvVMa4o4BtTesDQ0f7y6rv3_Uo0_ZipB39p-VOt0txt-7IRQ8TuI0S67NgJJuTKjqvjOYPJJtcvbUYSfImC8yMeAJPZxodHaIYUN7QjqntmPFiKlR3Va/s568/Screen+Shot+2021-08-04+at+11.34.58+AM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="424" data-original-width="568" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-XBMk1ox2J1skTn4NwvVMa4o4BtTesDQ0f7y6rv3_Uo0_ZipB39p-VOt0txt-7IRQ8TuI0S67NgJJuTKjqvjOYPJJtcvbUYSfImC8yMeAJPZxodHaIYUN7QjqntmPFiKlR3Va/w640-h478/Screen+Shot+2021-08-04+at+11.34.58+AM.png" width="640" /></a></div><br /><p>He confirms it, sort of. So I can claim I was mentioned in a Veritasium video. One more thing crossed off my bucket list! Now all I have to do is find the time to make the model of the Blackbird that Xyla Foxlin describes in <a href="https://youtu.be/VUgajGv4Aok" target="_blank">her YouTube video</a>. Click on the "SHOW MORE" link at the end of the video description for details. Thanks for reading my self-indulgent story. It is over except for the notifications I keep getting whenever someone likes one of the redundant replies to my Tweet pinned to <a href="https://twitter.com/alexkusenko" target="_blank">Alex Kusenko's Twitter account</a>. At least onr part of it never ages: "<span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0">The first principle is that you must not fool yourself — and you are the easiest person to fool."- R. Feynman<br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5Uu0AckGgn2t7BqDXJYTPiYRM4AlTy9P-jVGWmyiCC1RoXmKlgKHE0flYsh3iX_FW1jcaFbBUIZqfZGUbfMBxMd6QRQwo0ZzdJze6aeUtOTawyhD1mhr1iff7hX2qTcmIyo3M/s572/Screen+Shot+2021-08-10+at+12.42.11+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="235" data-original-width="572" height="262" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5Uu0AckGgn2t7BqDXJYTPiYRM4AlTy9P-jVGWmyiCC1RoXmKlgKHE0flYsh3iX_FW1jcaFbBUIZqfZGUbfMBxMd6QRQwo0ZzdJze6aeUtOTawyhD1mhr1iff7hX2qTcmIyo3M/w640-h262/Screen+Shot+2021-08-10+at+12.42.11+PM.png" width="640" /></a></div><br /><p><br /></p><p><br /></p><p><br /></p><p><br /></p>Dan Burnshttp://www.blogger.com/profile/12683196293093258132noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-57075983348105782032021-08-02T05:00:00.000-07:002021-08-02T08:21:41.307-07:00POTU Evolution Part 1: From California to Rio Americano<b>Encore Post: Originally published February 21, 2020—in the last days of The Before Times. </b><i>Sigh.</i><div><i><br /></i></div><div><i>UPDATE 2/23/20: Extant course chart added.</i><br />
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We plan to launch our Physics of the Universe (POTU) course in 2021-22. Physics of the Universe is the physics portion of the three-course model for <a href="https://www.nextgenscience.org/" target="_blank">Next Generation Science Standards</a> (NGSS) implementation. California is where I live and work; <a href="http://www.sanjuan.edu/RioAmericano.cfm" target="_blank">Rio Americano High School</a> is where I've taught physics since 1986.<br />
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Our plan is to discontinue <a href="http://phyz.org/phyz/PHY.html" target="_blank">Physics</a> as it has existed at the school since its inception in the 1960s, and replace it with POTU. We will continue to offer AP Physics 1 and AP Physics 2 (when demand exists). I plan to retire at the end of the 2022-23 school year, so the course will evolve considerably after I'm gone.<br />
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Here is a pie-chart representation of the course as it exists, in terms of the unit topics.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZmwrSVeWyRekwFbb_MS4kA5ENaXmNgce5hZ8ww1v1sEsI-C9PQb1A6Je_-yFU9zzlFbLsj5sdLOvf15VeRFWypb1Opm5t67NYSqx5YFu_MZWSP42t6SyvKmc2PA3lfPwVHo1V2A/s1600/Physics+RA+Segments.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1410" height="434" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZmwrSVeWyRekwFbb_MS4kA5ENaXmNgce5hZ8ww1v1sEsI-C9PQb1A6Je_-yFU9zzlFbLsj5sdLOvf15VeRFWypb1Opm5t67NYSqx5YFu_MZWSP42t6SyvKmc2PA3lfPwVHo1V2A/s640/Physics+RA+Segments.png" width="640" /></a></div>
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But August of 2021 is coming, so there is a course to create. The POTU Evolution blog posts will chronicle my development process for the benefit of both of my blog readers.<br />
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<a href="https://www.cde.ca.gov/ci/sc/cf/documents/scifwchapter7.pdf" target="_blank">The state of California has developed a framework for the three-course (Biology, Chemistry, Physics) implementation of NGSS</a>. (Feel free to read it real quick. I'll wait.) Physics of the Universe is divided into six segments.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB4nvG7fPFyF9L0RIN2CLsIQFwlW-ko1j4D2pcU3cxLWsWsMjCxGgIFl4qeuoQhPo9oz5M5qiUxzdUDaxEHtZqq4y_jGEQtRbqjKA4AuA_f_X8jd5JK74FVINNOhmwdDMA_YL-HA/s1600/POTU+CA+Segments.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1410" height="433" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB4nvG7fPFyF9L0RIN2CLsIQFwlW-ko1j4D2pcU3cxLWsWsMjCxGgIFl4qeuoQhPo9oz5M5qiUxzdUDaxEHtZqq4y_jGEQtRbqjKA4AuA_f_X8jd5JK74FVINNOhmwdDMA_YL-HA/s640/POTU+CA+Segments.png" width="640" /></a></div>
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As this course-development project began, my first step was two turn those six segments into twelve units. And I felt I needed to move the nuclear unit. So already, some entropy is working its way into the pie chart. Notice that where I broke one segment into two or three, I maintained color fidelity to the framework's six segments.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBHLP9dUw3KhPzKWCq1WBMc7Hy5p85nHs0fElH6bFYAxo5qvbKdNTucwbM0WvGsfjaEx__EnHqDiy8LDLM_2fza7DaMr2hFe9xMoambwXc5H7aeNccPsb_pQSukEc-UXr_JRIcQA/s1600/POTU+RA+Segments+1.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1410" height="434" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBHLP9dUw3KhPzKWCq1WBMc7Hy5p85nHs0fElH6bFYAxo5qvbKdNTucwbM0WvGsfjaEx__EnHqDiy8LDLM_2fza7DaMr2hFe9xMoambwXc5H7aeNccPsb_pQSukEc-UXr_JRIcQA/s640/POTU+RA+Segments+1.png" width="640" /></a></div>
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As I read deeper into the framework, it became clear that some subsegments were more equal than others. As I began mapping out a day-to-day schedule, my concept of the course took this shape. It's not even trying to appear appealing anymore. But that's not what's important. There are 180 days to plan, and they're not going to plan themselves.<br />
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That's probably enough on the planning for now. I'll post unit schedules as I develop them. It's hard to overemphasize how drafty these visions are right now. But they are preliminary drafts at best.<br />
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A few additional details: the principal would like our POTU course to be accessible to freshmen. Given that our district is all-in on Integrated Math, any algebra necessary in the course will need to be taught in the course.<br />
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We will be adopting textbooks next year for all science courses. Our last adoption in physics was in 2008. POTU textbooks are... largely still in development. I think Conceptual Physical Science would work nicely for NGSS 3-course Physics and Chemistry, but we'll see what the adoption options are in 2020-21.<br />
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Thoughts? Ideas? Advice? That's what the comments section is for. I'm keen to hear about what you're doing as NGSS and new assessments appraoch.</div>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-28349785007047359712021-07-20T16:38:00.001-07:002022-01-16T13:16:47.157-08:00One document format to rule them all<p>When the pandemic hit and schools closed down, I was knocked on my backside pretty hard in many ways.</p><p>One thing I found I needed to do—and quickly—was to convert my student curriculum documents into Google Docs format so that I could deploy them in Google Classroom. I had virtually no experience in Google Docs or Google Classroom. And I was facing four preps: Physics, AP Physics 1, AP Physics 2, and Conceptual Physics. A considerable mountain of work loomed.</p><p>I'm confident that my colleagues handled the transition better than I did. But I did my best. I transformed many of my documents (<a href="https://www.apple.com/keynote/" target="_blank">Apple Keynote</a> files/PDFs) originally intended for printing and photocopying to Google Docs format for use in distance learning. I leveraged features that made the documents both student and teacher friendly. </p><p>When school morphed again into "hybrid" (which will likely go down in history as the worst model of instruction ever implemented), the Google Docs fell a bit short. Certain elements that made the Google Docs useful for distance learning made them difficult to use for in-person instruction. I could use the old PDFs in-person and the new Google Docs for distance, but multiplying that load by four preps made that unpalatable.</p><p>A few modifications made the Google Docs versatile enough to be used successfully for both in-person <i><b>and</b></i> distance learning. I refer to these as <b><i>Print-Friendly Google Docs</i></b>. One file to rule them all. Precious to me!</p><p>In the summer of 2020, I whirled Dervishly to convert my <a href="https://www.teacherspayteachers.com/Store/The-Lessons-Of-Phyz" target="_blank">Lessons of Phyz</a> products from PDFs to Google Docs because if I needed Google Docs for remote teaching, so would everyone else. This summer, I am working feverishly to transform those Google Docs to Print-Friendly Google Docs because who knows what's next?</p><p><i><a href="https://www.teacherspayteachers.com/Product/Breakthrough-The-Ideas-That-Changed-the-World-BUNDLE-4591455" target="_blank">Breakthrough: Ideas that Changed the World,</a> <a href="https://www.teacherspayteachers.com/Product/How-Earth-Made-Us-Complete-Series-Bundle-5119242" target="_blank">How Earth Made Us</a>, <a href="https://www.teacherspayteachers.com/Product/Our-Planet-Complete-Season-Netflix-BUNDLE-4729235" target="_blank">Our Planet</a>, <a href="https://www.teacherspayteachers.com/Product/One-Strange-Rock-Season-1-BUNDLE-Netflix-4618067" target="_blank">One Strange Rock</a>, </i>and<i> <a href="https://www.teacherspayteachers.com/Product/Pandemic-Netflix-BUNDLE-5331542" target="_blank">Pandemic</a> </i>are done. Everything else remains in progress or in the queue. </p><p>And at long last, I finished a new product! First real, new item since <i>Pandemic</i> [Netflix series] in March, 2020. I branched out into chemistry with Jim Al-Khalili's BBC series, <i><a href="https://www.teacherspayteachers.com/Product/Chemistry-A-Volatile-History-BUNDLE-7055216" target="_blank">Chemistry: A Volatile History.</a></i> I'll probably work on David Pogue's chemistry NOVAs next. This item is the first to be offered as a Google Drive digital download. No PDFs; no Zips. I foresee all my new products being posted to TpT that way.</p><p>Digital document evolution. I do not foresee an end to that.</p>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-71574348161526291392021-04-13T06:00:00.005-07:002021-05-09T22:11:52.505-07:00Teeeeter Totr<p>Just a quick balanced torque puzzle. It's really a test of whether or not one truly accepts the concept of center of mass.</p><p>Nothing exotic going on. The meterstick is uniform. Sufficient information is provided to solve the puzzle. It <b><i>can</i></b> be confounding to students.</p><p><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/9j5XN4W09Ws" title="YouTube video player" width="640"></iframe></p><p><b>Teeeeter Totr - <a href="http://phyz.org/phyz/BOP/6-ROTATION/teeter" target="_blank">HTML export</a> | <a href="https://youtu.be/9j5XN4W09Ws" target="_blank">movie export</a></b></p><p>UPDATE: Among the many things I can count on in life is that virtually any mechanics demo I might share here has already been done better by the inimitable <a href="https://www.youtube.com/channel/UCptDsTt-yiXJYYHGQWuqnfw" target="_blank">Dan Burns</a>. For example:</p><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/TAjm6yxudlE" title="YouTube video player" width="640"></iframe>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-38046045613227508212021-04-11T16:04:00.003-07:002021-04-12T07:05:57.636-07:00RT;DL Pixel PeepingScreens. When I was in school, screens were reflective white, flat curtains pulled down from retractible rolls when the teacher was going to show an educational film on the reel projector they shared with the other teachers at the school.<div><br /></div><div>At home, screens were cathode ray tubes in which a spray of electrons, steered by magnetic fields and attenuated by a shadow mask, struck red, green, and blue phosphors. The high-pitched noise given off by the electronics of a CRT TV monitor create physical pain in modern-day students. TV watchers of a certain age somehow tuned that 10 kHz+ whine out.</div><div><br /></div><div>Today, screens are everywhere, and virtually all are based on light-emitting diodes. But the RGB nature of color imaging remain. That's what this activity is about.</div><div><br /></div><div>Color mixing and pixel geometry. Surprising enough and instructional enough to be worthwhile.</div><div><br /></div><div><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/TJHSYQ-oGZA" title="YouTube video player" width="640"></iframe></div><div><br /></div><div><a href="https://docs.google.com/document/d/1Xm3mQeLEYIiHYOW2-KeggcydxEC-WMBhiZ2mKauRmO0/copy" target="_blank"><b>Pixel Peeping Student Documen</b>t</a> (Google Docs copy link)</div><div><br /></div><div><b>Pixel Peeping Magnifier Observations - <a href="http://phyz.org/phyz/BOP/14-LIGHT/pixels" target="_blank">HTML export</a> | <a href="https://youtu.be/TJHSYQ-oGZA" target="_blank">Movie export</a></b></div><div>(media links are included in the student document)</div><div><br /></div><div>The PhyzSommelier says this activity pairs nicely with</div><div><br /></div><div>PhyzLab Springboard - <b><a href="https://docs.google.com/document/d/1sU2ReKXO8nLNWY6UupaXsgl0sI69xQGYQPUhX2daFoQ/copy" target="_blank">Fun With Colors</a></b> (Google Docs copy link)</div><div><br /></div><div><b><a href="https://www.teacherspayteachers.com/Product/YouTube-Physics-Chromatophores-and-Trichromats-4403441?st=a51e3a2548649394de25936f443739a6" target="_blank">YouTube Physics: Chromatophores & Trichromats</a></b> (TpT link)</div><div><br /></div><div><b><a href="https://www.teacherspayteachers.com/Product/Conceptual-Physics-Alive-Light-and-Color-5712390" target="_blank">Conceptual Physics Alive: Light & Color</a></b> (TpT Link).</div>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-52603074226297576832021-04-10T10:24:00.004-07:002021-04-11T16:06:49.552-07:00A Nice Color Illusion<p> What if I told you the balls are identical?</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB7Iw3MdJWESiBLNj_DSVl_rgVed3zjSB6EmZ7_w7J5pTmu5Dq0IzcYW6coCo31nR8o2w6VnJ9c7t51s2d3xifhOJrsTnIVADWNgkeYMOymG9v7eTiUai2frh4RWRoRafz7vI4LQ/s2048/identicalballs.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1142" data-original-width="2048" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB7Iw3MdJWESiBLNj_DSVl_rgVed3zjSB6EmZ7_w7J5pTmu5Dq0IzcYW6coCo31nR8o2w6VnJ9c7t51s2d3xifhOJrsTnIVADWNgkeYMOymG9v7eTiUai2frh4RWRoRafz7vI4LQ/w640-h356/identicalballs.png" width="640" /></a></div><br /><p>Take a look:</p>
<iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/Q1uAAQTyAqE" title="YouTube video player" width="640"></iframe>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-5984471737783792472021-04-08T07:09:00.001-07:002021-04-08T07:09:59.165-07:00In the George Floyd trial: Audio Pareidolia <p>Humans are so good at finding patterns, we often find patterns where none exist. This phenomenon is referred to as pareidolia. </p><p>Add to this the power of suggestion, and things get even more interesting. The back masking panic was fueled by audio pareidolia. As was EVP: electronic voice phenomena, a means by which ghost hunters fool themselves and others.</p><p>I made a presentation on the audio version of this phenomenon and deployed it during our unit on waves and sound.</p><p>It was all good, wholesome, laughable fun. And then it showed up in the trial of Derek Chauvin. I have updated the presentation to reflect this latest incident. I placed it at the vary end so that by the time you get there, you'll recognize <b><i>exactly</i></b> what's going on.</p><p><b><a href="http://phyz.org/phyz/BOP/13-WAVES/backmasking/#0" target="_blank">Back Masking (HTML export)</a></b></p>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-87359209641281260712021-03-25T07:14:00.000-07:002021-03-25T07:14:33.353-07:00Polarized Black Hole Image<p>It's probably irresponsible for me to post this wee package that might deliver more questions than answers. Nevertheless.</p><p><iframe width="640" height="360" src="https://www.youtube.com/embed/DzZ5mb0SD2E" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe></p>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-28727362540467945782021-03-20T14:04:00.001-07:002022-03-22T15:40:59.891-07:00RT;DL Physics in the Fountain of Fizz<p><a href="https://youtu.be/hKoB0MHVBvM" target="_blank">The Diet Coke Mentos geyser made a big splash in popular media</a> before social media was a big thing. I was keen to incorporate it into my curriculum, but needed a content-based hook. <a href="https://youtu.be/LjbJELjLgZg" target="_blank">Mythbusters (among others) focused on the chemistry of the spectacle</a>. That was entirely cromulent: it's the engine that drives the demonstration. </p><p>But I teach physics. And there's plenty of physics to exploit. Between the beginning and end of the eruption, some quantity of mass is ejected. Mass flow rate? Check. The fizz emerges from the bottle with some speed and reaches some altitude above the launch point. Energy conservation? Check. Determination of muzzle speed from maximum height? Check. Total energy dissipation approximation? Check. Power approximation? Check.</p><p>My school is a 1960s-era low-slung, sprawling campus. Determining the maximum height of the eruption is non-trivial. Most buildings top out at about three meters. We do have an accessible tall (~6 m) wall made of cinder blocks as part of our gymnasium. So that's what we settled on.</p><p>Initial mass is measured. Video is captured. Final mass is measured. The video is analyzed. Calculations are made.</p><p><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/uKZ7BfAVqVk" title="YouTube video player" width="640"></iframe></p><p><a href="https://www.teacherspayteachers.com/Product/Physics-in-the-Fountain-of-Fizz-Virtual-Demonstration-7892242" target="_blank"><b>Physics in the Fountain of Fizz [Virtual Demonstration] </b>on Teachers Pay Teachers</a></p>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-14910036792751657582021-03-20T13:11:00.000-07:002021-03-20T13:11:06.300-07:00The Rainbow Connection—To Physics<p><a href="https://www.sciencefriday.com" target="_blank">Science Friday</a> had a nice segment on rainbows.</p><p><b><a href="https://www.sciencefriday.com/segments/hawaii-rainbow-connection-physics/" target="_blank">The Rainbow Connection—To Physics</a></b></p><p>Seventeen minutes well-spent. Discussion includes tertiary and quaternary rainbows, why Hawaii is the rainbow capital of the world, and what rainbows might look on other planets (oh, that's a <i><b>good</b></i> one!).</p>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-86455870263109312032021-03-19T15:17:00.010-07:002021-03-20T17:53:57.614-07:00Eight Days A Week<p>Here's a lesson plan organizer spreadsheet. It shows the classes I'm teaching and the cohorts assigned. All I need to do from here is flesh it out with some quality lessons.</p><p>Rinse and repeat. The sheet below accounts for the week of March 22. There will be 16 lessons each week for the remainder of the school year. Just gotta write 'em down and roll 'em out.</p><p>And then you woke up.</p><p>Actually, there are adult humans who imagine that this is something I will or should be doing. The coronavirus and "kids out of my house now!" fever have conspired to suffocate their logic and reasoning skills. </p><p>Looking at that planner again, realize now that I left out the engaging but purely asynchronous lessons I need to prepare for Wednesdays. Good thing I can go back and edit those in.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbIsvMpXIMi-T9B8v5_McrabaUJC2R8mk4AXUwv92095aJ9k1uTJwCmWMBnRjv9ffWYMKhLH6x7QlSeLTZbZcVmaH5ZRYMylGROthFvj3SCX7okR9WHp1Nv1oFBeuaLXLvTiSmHA/s2018/EightDaysAWeek.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1676" data-original-width="2018" height="532" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbIsvMpXIMi-T9B8v5_McrabaUJC2R8mk4AXUwv92095aJ9k1uTJwCmWMBnRjv9ffWYMKhLH6x7QlSeLTZbZcVmaH5ZRYMylGROthFvj3SCX7okR9WHp1Nv1oFBeuaLXLvTiSmHA/w640-h532/EightDaysAWeek.png" width="640" /></a></div><br /><p></p><div><br /></div><div><br /></div><div><br /></div><div><br /></div><div><br /></div><div><br /></div><div><br /></div><div><b>Addendum 1:</b> You might wonder why this is so much worse than pre-pandemic in-person instruction as it was in the Before Times. I have taught all of these courses before and know how to make each one work in-person. Those courses benefited from my 35 years for experience in the physics classroom.</div><div><br /></div><div>Pandemic instruction throws me back to being a first-year neophyte in many ways. I have never worked so hard to be so ineffective. Not even in my first year of teaching in 1986-87.</div><div><br /></div><div>Now it's hoped I can develop yet another thing that's never existed before: robust lessons for students who are physically distanced and thus cannot work in groups—but who are physically present in the science classroom. </div><div><br /></div><div>In addition to running the distance learning lessons that I have also never done before.</div><div><br /></div><div>I'm sorry. I cannot do these things. Asking me to do them is abusive. I am already destroyed from the school year. I never had miracles to offer, and I certainly don't have any now.</div><div><br /></div><div><b>Addendum 2:</b> Instructional time for each course has been reduced from 288 minutes per week (59x2 + 123 + 47) pre-pandemic to fewer than 200 minutes per week (90 + 90 + 15) to 100 minutes per week (50 + 50). We lost one third of our instructional time for most of the year and will lose two thirds of our instructional time for the remainder of the year.</div><div><br /></div><div>The district has worked hard to make sure students cannot access wifi on campus. Go ahead and re-read that if it didn't sink in on the first read. And after eight months of device-based instruction, the district expects that students electing to take their instruction on campus to go device-free for that instruction. District administration truly does expect "different but equal" in-person vs. remote courses to be prepared and implemented by instructors.</div><div><br /></div><div>No.</div><div><br /></div><div><b>Addendum 3: </b>Hybrid Cohort Logistics. In the future, people might not believe the contortions implemented by school districts. Best to document them while they're fresh in our minds.</div><div><br /></div><div>A. The Weekly Schedule of Cohorts and Classes. Yes, I designed this myself. Color mixing and font choice were intentional.</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMBRUOOeEo6AruUAy3sRzLYiRI9kcoAupMoLNASphkCZJrgtD8SVe4XLNyw9VGjSnhMCQGPSiT1CqOq8YK0r3xDMM-1R_vOJN1j620tmJ7I2pSgpWsBUKTQnHQV2okIrDkUiMVQw/s1584/Hybrid_Schedule.001.jpeg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1224" data-original-width="1584" height="494" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMBRUOOeEo6AruUAy3sRzLYiRI9kcoAupMoLNASphkCZJrgtD8SVe4XLNyw9VGjSnhMCQGPSiT1CqOq8YK0r3xDMM-1R_vOJN1j620tmJ7I2pSgpWsBUKTQnHQV2okIrDkUiMVQw/w640-h494/Hybrid_Schedule.001.jpeg" width="640" /></a></div><br /><div><br /></div><div>B. The Daily Bell Schedules. The most important consideration here was that the start and end times matched the school's pre-pandemic start and end times. It's important to have priorities.</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDW8Y3ND3C6_gqvZ28loitzy5adfvLrGIhf8saQijeBlyYm9thv7hrqyAV_42ppg5PyI-iD3ggyvSbSRTMkIjrbITc_3zTnD2HQuXRiZX1dpKh27Y3xmMWOYUhOCHkcUsqPVneQQ/s1650/Hybrid_Bells.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1650" data-original-width="1275" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDW8Y3ND3C6_gqvZ28loitzy5adfvLrGIhf8saQijeBlyYm9thv7hrqyAV_42ppg5PyI-iD3ggyvSbSRTMkIjrbITc_3zTnD2HQuXRiZX1dpKh27Y3xmMWOYUhOCHkcUsqPVneQQ/s320/Hybrid_Bells.jpg" /></a><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTyJqp93mJaO9yDOx0gSY4ajoZdFuYWFgCmL9KOaJO7LOzvQd8sJer6QyMl_qSoF-h9JIAXfPT9zRKklXytRCg4jrPKYWwnnsp6qxLVJmpkTw8XOpwuQ4KW0mtbUUFXj_mcuZtgQ/s1650/Hybrid_Bells2.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1650" data-original-width="1275" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTyJqp93mJaO9yDOx0gSY4ajoZdFuYWFgCmL9KOaJO7LOzvQd8sJer6QyMl_qSoF-h9JIAXfPT9zRKklXytRCg4jrPKYWwnnsp6qxLVJmpkTw8XOpwuQ4KW0mtbUUFXj_mcuZtgQ/s320/Hybrid_Bells2.jpg" /></a></div></div><br /><div><br /></div>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0tag:blogger.com,1999:blog-31189917.post-56766007919879523872021-03-10T10:35:00.002-08:002022-02-18T18:01:53.534-08:00RT;DL Introductory Wave Activities<p>At this point, I think we all have our own favorite <a href="https://phet.colorado.edu" target="_blank">PhET</a> sims. You might be able to start a fight among physics teachers by proclaiming your favorite is the best PhET sim of them all. But honestly, what's not to love about <a href="https://phet.colorado.edu/en/simulation/john-travoltage" target="_blank">John Travoltage</a>? </p><p>Actually, I think <a href="https://phet.colorado.edu/en/simulation/wave-interference" target="_blank">Wave Interference</a> is my favorite. (<a href="https://phet.colorado.edu/en/simulation/energy-skate-park" target="_blank">Energy Skate Park</a> fans are now unfollowing me on Twitter.)</p><p><iframe allowfullscreen="" height="360" scrolling="no" src="https://phet.colorado.edu/sims/html/wave-interference/latest/wave-interference_en.html" width="640"></iframe></p><p>When we get to wave optics, we use the light module to develop interference pattern mathematics. As we begin the study of mechanical waves, we explore representations in the water wave and sound modules.</p><p><a href="https://www.teacherspayteachers.com/Product/Water-Waves-in-an-Electric-Sink-PhET-7771672" target="_blank"><b>Water Waves in an Electric Sink </b>at Teachers Pay Teachers</a><b><br /></b>Students begin with examining a pulse with the sim's various view modes. Then it's on to continuous wave trains while varying frequency and amplitude.</p><p><a href="https://www.teacherspayteachers.com/Product/High-Quiet-Low-Loud-PhET-7772449" target="_blank"><b>High Quiet Low Loud </b>at Teachers Pay Teachers</a><b><br /></b>Originally developed for use with Pasco's Waveport DataStudio software, this activity has been redesigned around Wave Interference's sound module. This time, the manipulation of amplitude and frequency is accompanied with audio feedback. The sim's "Particle View" feature shows that matter doesn't move much even as a wave propagates across greater distances. Diving deeper, we notice that our sound waves appear to be moving through a solid in the sim.</p><p>I couple these with <b><a href="http://phyz.org/mechanicaluniverse/" target="_blank"><i>The Mechanical Universe</i></a> - <a href="https://www.teacherspayteachers.com/Product/The-Mechanical-Universe-Episode-18-Waves-5065402" target="_blank">Episode 18: Waves</a></b> and Paul Hewitt's <i><b><a href="https://vimeo.com/ondemand/cpa/123653354" target="_blank">Conceptual Physics Alive!</a></b></i> <b><a href="https://www.teacherspayteachers.com/Product/Conceptual-Physics-Alive-Vibrations-Sound-I-5703209" target="_blank">Vibrations and Sound I</a></b> and <b><a href="https://www.teacherspayteachers.com/Product/Conceptual-Physics-Alive-Vibrations-Sound-II-5703578?st=3d6512eecf689466e589805140c0a51b" target="_blank">Vibrations and Sound II</a></b> to round out much of the introduction to waves.</p><p>In any case, I'm sure there's even more to PhET's Wave Interference than I am leveraging. So much groovy wavy goodness!</p>Dean Bairdhttp://www.blogger.com/profile/17681829220589441713noreply@blogger.com0