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Phanimations
United States
Приєднався 19 жов 2022
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The Greatest Physicist You've Never Heard Of
Josiah WIllard Gib
Resources
en.wikipedia.org/wiki/Josiah_Willard_Gibbs#cite_note-APS-3
“When Josiah Willard Gibbs died in 1903, a European physicist described him as “the greatest synthetic philosopher since Newton.” And this was before scientists really understood the full importance of his work.”
yalealumnimagazine.org/articles/4496-josiah-willard-gibbs
"…whose name not only in America but in the whole world will ever be reckoned among the most renowned theoretical physicists of all times."
Planck
Newspaper Headshot Drawing
Sanford, Robert. Buffalo News, May 23rd, 1959, page 18.
Newspaper Death Statement
www.newspapers.com/image/20477319/
NYT, April 29th, 1903, page 1
Copley Medal Newspaper
www.newspapers.com/image/20578883/?match=1&terms=Josiah%20Willard%20Gibbs
NYT, November 16th, 1901, page 9
Sr Death Newspaper
www.newspapers.com/image/325519015/?match=1&terms=Josiah%20Willard%20Gibbs
The Daily Exchange, Mar 28, 1961, page 2
Quora Answer that Inspired this Video
www.quora.com/Who-is-the-greatest-American-physicist-of-all-time
“Josiah Willard Gibbs and his Relation to Modern Science” - Fielding Garrison
www.eoht.info/page/Fielding%20Garrison
Gibbs G.W. - Collected works. Thermodynamics. Volume 1-Longmans
www.eng.uc.edu/~beaucag/Classes/AdvancedMaterialsThermodynamics/Books/Gibbs%20G.W.%20-%20Collected%20works.%20Thermodynamics.%20Volume%201-Longmans%20(1928).pdf
Page 1: Graphical Methods in the Thermodynamics of Fluids
On the Equilibrium of Heterogeneous Substances
archive.org/details/Onequilibriumhe00Gibb/page/n1/mode/2up?view=theater
Josiah Willard Gibbs: The History of a Great Mind
pubs.aip.org/aapt/ajp/article/31/10/809/1038016/Josiah-Willard-Gibbs-The-History-of-a-Great-Mind
Resources
en.wikipedia.org/wiki/Josiah_Willard_Gibbs#cite_note-APS-3
“When Josiah Willard Gibbs died in 1903, a European physicist described him as “the greatest synthetic philosopher since Newton.” And this was before scientists really understood the full importance of his work.”
yalealumnimagazine.org/articles/4496-josiah-willard-gibbs
"…whose name not only in America but in the whole world will ever be reckoned among the most renowned theoretical physicists of all times."
Planck
Newspaper Headshot Drawing
Sanford, Robert. Buffalo News, May 23rd, 1959, page 18.
Newspaper Death Statement
www.newspapers.com/image/20477319/
NYT, April 29th, 1903, page 1
Copley Medal Newspaper
www.newspapers.com/image/20578883/?match=1&terms=Josiah%20Willard%20Gibbs
NYT, November 16th, 1901, page 9
Sr Death Newspaper
www.newspapers.com/image/325519015/?match=1&terms=Josiah%20Willard%20Gibbs
The Daily Exchange, Mar 28, 1961, page 2
Quora Answer that Inspired this Video
www.quora.com/Who-is-the-greatest-American-physicist-of-all-time
“Josiah Willard Gibbs and his Relation to Modern Science” - Fielding Garrison
www.eoht.info/page/Fielding%20Garrison
Gibbs G.W. - Collected works. Thermodynamics. Volume 1-Longmans
www.eng.uc.edu/~beaucag/Classes/AdvancedMaterialsThermodynamics/Books/Gibbs%20G.W.%20-%20Collected%20works.%20Thermodynamics.%20Volume%201-Longmans%20(1928).pdf
Page 1: Graphical Methods in the Thermodynamics of Fluids
On the Equilibrium of Heterogeneous Substances
archive.org/details/Onequilibriumhe00Gibb/page/n1/mode/2up?view=theater
Josiah Willard Gibbs: The History of a Great Mind
pubs.aip.org/aapt/ajp/article/31/10/809/1038016/Josiah-Willard-Gibbs-The-History-of-a-Great-Mind
Переглядів: 42 344
Відео
Homework vs. Research (Science Might Not Be What You Think)
Переглядів 89 тис.3 місяці тому
I participated in an REU (Research Experience for Undergraduates) over the summer, and I've been thinking about how to do a video encapsulating how it felt. Being a researcher in Science is really completely different from being a student, and I've done the best I can to encapsulate that feeling with this video. If you agree or disagree with me, please feel free to tell me in the comments! Link...
The Mathematical Problem With Good Will Hunting
Переглядів 470 тис.4 місяці тому
Good Will Hunting is one of my favorite movies of all time, and yet, I have a few gripes with the mathematics in it. The movie has been covered enough on UA-cam, so I didn't go super in depth on the movie itself. I tried to bring something new to the table. Also, I noticed that while the second problem in the movie has plenty of coverage, the first one has been given much less love. Hopefully m...
Explaining Gojo's Infinity with Calculus
Переглядів 1,3 млн4 місяці тому
CHECK THE PINNED COMMENT. I made a pretty serious mistake in this video, but then I also think Gege made this mistake. So I think the video is still alright and I'll leave it up. So yeah, a bit of a sillier video this time. I had with the idea to try to explain the Epsilon-Delta definition of a limit using Gojo's infinity, and this is what I came up with. If you have any questions or suggestion...
Why Runge-Kutta is SO Much Better Than Euler's Method #somepi
Переглядів 163 тис.4 місяці тому
Did some stuff with Euler's Method and Runge-Kutta that I thought I'd share. #somepi Link to interactive Web.VPython simulation: trinket.io/library/trinkets/1fe7d9cdd6 Link to code for the video: github.com/shawnseanspencer/manimations/blob/main/Runge_Kutta.py Timestamps: 0:00 Intro 1:29 Harmonic Oscillator 2:34 Euler's Method 5:03 Implicit Euler's Method 8:15 RK2 10:03 RK4 11:57 Outro & Bonus ...
when the author likes math
Переглядів 601 тис.4 місяці тому
This is a stupid little scene I've had stuck in my head for years, so for anyone who watched it and was completely confused here ya go! Or, if you haven't seen Assasination Classroom, go watch it! Music NCS Chill Music Free Chill Lo-Fi Music (For UA-cam Videos) - "Colorful Flowers" by @tokyowalker4038 🇯🇵 Mata Kimi Ni Aeru Hi (Assassination Classroom S2E2 ED) ua-cam.com/video/ZvdxQwHaX6I/v-deo.h...
Bloch's Theorem Explained Simply #SoMEpi
Переглядів 7 тис.5 місяців тому
Sequel coming soon!.... Music Chopin Etude in E Major Op. 10 No. 3 - Performed by Harald Vetter imslp.org/wiki/Études,_Op.10_(Chopin,_Frédéric) CC BY-SA: Unchanged except for some volume manipulation “Morning” - Markus Winklhofer imslp.org/wiki/Morning_(Winklhofer,_Markus) CC-NC: Slowed around 20% “Daphne am Bach, D.411 (Schubert, Franz)” - Performed by Bert Alink imslp.org/wiki/Daphne_am_Bach,...
3 Body Problem With Attraction AND Repulsion Demo
Переглядів 1,5 тис.7 місяців тому
link to the code: trinket.io/library/trinkets/ 17585b5d78 (had to make the space because new channels don't get to have links in their descriptions haha)
N-Body Fluid Simulation in VPython
Переглядів 9907 місяців тому
Link to the trinket.io page with the source code trinket.io/library/trinkets/65f6f9d7ff (had to make the space because new channels don't get to have links in their descriptions haha)
Edit: Nevermind, just watch the video. I was lucky enough to misunderstand the problem at first, reading it as a simple cubic structure (the same as the actual problem, just without the atom at the cube's center). This made the solution trivial, as each domain would be a cube of length A (identical to the cubes making up the crystals except shifted to have an atom at the center) and the volume would be A^3. Looking at the diagram and noticing my mistake, I noticed that there are as many center atoms as there are edge atoms, and they have translational symmetry to each other (that is, if you shift the entire crystal so that an edge atom were at the position where a center atom used to be, the shape would be identical). Since there are twice as many atoms as the simple cube, and each atom has an identical domain, I could just take the simple cube answer and divide by two for 1/2 A^3.
In real life, the problem itself is not difficult enough to have top students struggle like that. Yet, it works pretty well for the metaphor while also giving the average viewers/readers a digestable explaination that makes sense. Furthermore, those who are more familiar with the topic will find it as a nice reference like you explained in the video, and something nice to share with others.
Gojo was lucky he never met limit man, maybe he did tho😅 Also lucky everyone who didnt have to learn Real Analsis in their first semester, with continues functions etc being a part of it(with rigours proofs btw, no Fun allowed😂). Just joking i have fun and basicaly dont have to do things(as in put in any realy effort to understand it), even if i see most others despair at it.
Numbers are essentially infinite, right?
i cant believe i guessed the right answer (area of cube divided by 2) lmaooo i just guessed that if the area's boundaries are at the midpoint between center and corner, the answer probably has a fraction with an even denominator and I guessed the simplest answer of a^3/2 HAHAHAHA
bro gave us homework too
the paradoss you explained is the one with the arrow, achilles and the tortuoise says that if the tortuoise has a head start achilles can't win because to surpass her Achilles has first to get to that distance, but when he is at that distance she moved by another distance, even if smaller still moved, and so on, Achilles can only get near to overtake her but he can't
If you wanted to brute force it with asanos method you could solve it in a simper way using coordinate geometry by taking the (0,0,0) as a vertex and the coordinates of the square on a side of a cube as (a/2,0, a/4), (a/2,a/4,0) and so on and use box product of vectors for volume of tetrahedron and 1/3 * area of base * height for the pyramid
It's The Concept Of Black Hole and Time As we Go More Closer Near Black Hole Time Decrease means Moment Speed ⚡ Decreases
valid
6:56 THAT'S WHY ASSASINATION CLASSROOM IS THE GOAT!!!!
I lost a braincelk
this is peak
i thought this was an assassination classroom video not a math video
Now I know why teachers are teaching kids calculus to find out things that aren’t necessary for us to live.
Nah Bro I didn't understood one word of the vid
limitless explained by limits
Me, going to my Calculus 2 exam in uni: Nah, I'd win
So, Asano's method was finding the domain in the middle by subtracting everything that's not in the domain, but Karma finds that everything that isn't in the domain is equal to everything that is in the domain.
so brainrot (amazing)
How can it be brainrot ?
Why DDINT Achilles just go ahead of the tortoise like bruh it’s a literal tortoise it ain’t beating yiu in a race. Is the paradox saying that as long as Achilles doenst go ahead of the tortoise we can just make an infinite amount of points that lead to the tortoise? And since there in infity he can’t go ahead of i
Technically we all possess infinity But Gojo forces u to walk that infinite halve 😂
This anime is not helping the “Asian good at math” stereotype, I don’t know what I’m gonna do with this newfound knowledge of mine but thanks for the explanation
For once i wanted to learn math
megumi bum correlation is crazy
You are confusing our mathematical models with the functioning of the universe. There is no reason to suspect that there is some computational aspect of the universe just because our models are expressed in the language of mathematics -- no reason to suspect that nature itself has a 'language'. One could try to argue that if our model has no flaw then we are justified in assuming the model accurately describes the universe. However, thanks to things like indeterminacy and the rules following paradox, we can never verify that our model is spot on and perfect without flaw. The scientific realist can never be justified.
Dawg WHAT is your problem with Megumi 😭😭😭
Bruv this shit is in the chapter solid state in physical chemistry. That chapter is one of the easiest and also got deleted from our syllabus 6 months before our national medical entrance exam too 💀
as a chemist seeing this after going through crystal theory gave me major whiplash
I always thought that it was weird that the main character in this show has more estrogen than most women (a fact the show embraces lol)
Oh good, it was just limits. I clicked on this video thinking we needed to find the flux of air particles through an opening of space in Gojo's Infinity or something and I'd have to relive the nightmare that was multivariable and vector calculus of this past semester.
I am flabbergasted this part of the anime existed I don't even remember any math problems I just remember how heated up they get about their bloodlust and training with Assassination knives XD classic Since I don't understand math I don't include it as a solution of a problem lol
This video is absolutely beautiful, though it takes some time to fully digest.
Who cares about usa...
I love this kind of math traduction
Help I'm taking AP calc so I actually understood this video 😭 so cool tho ngl
It’s crazy that I understand this as a calc student
Now tell me how Sukuna was able to overcome Gojo's infinity using Mahoraga
Watching this at 2:00 am was a mistake
My dumbass thought the problem was drawing the shape in which all the points were closer to the center and all the corners and spent almost half an hour doing it
Well, I guess Karma was thinking "out of the box"
Gojo Is Asian That's why
please explain lapse technique: blue i have read about it over and over and i still dont understand. technique reversal: red is supposed to be more complicated yet i got it instantly
calculus mfs hear "Infinity" and goes insane
When you've just failed your final math exam and this shows up on your recommendation after 2 years:
This will be the only place I could ask this question: So, could Vergil's Yamato cut in between Gojo' Infinity and reach him?
Think of it all of you so basically in Zeno's paradox he explains that if Achilles is trying to reach the turtle and he gets to the last position of the turtle but the turtle would have had enough time to move forward so even if Achilles is faster he would never be able to reach the turtle. He argues to prove that his theory is invalid even though we know it surely is invalid we can't prove it because it is half-way mathematically correct but is not implemented in reality. Why? Answer is simple we just have to apply some simple physics here, so we know that if according to the paradox, Achilles and the turtle are moving indefinitely then they require infinite amount of energy at the same time, which all of us know is impossible. Therefore, the turtle being comparatively smaller in size as compared to Achilles will slowly get tired and so the distance being covered by it in a particular time will slowly be minimized allowing Achilles to get to it in a couple of motion.
*Yooo go/jo!!! I didn't know your diagnosed as an asymptote.... Man i thought you got bisected or something. Maybe got brain damage or got sealed away by a good old pal, thank god it's just math...... WHAT WHA-*
literally learning this topic in school rn
I was looking up how to make cheesy scrambled eggs and your video was suggested to me for some reason. Great video though! It's a shame it didn't give me much direction for cheesy scrambled eggs tho lol I guess I should read this Gojo thing to understand the video better