@momchi98
Love your videos. Not many youtubers try to explain quantum mechanics in detail, while still making it comprehensible to a non-physicist.
@nokian9005
I absolutely love that you give us time to think about and reflect on what you're talking about. No other youtuber has as perfect timing as you. Your timing in the way you explain things is EXACTLY the length that it should be.
@Fleurlean4
Absolutely beautiful animation. Thank you so very much for this. You're doing a huge service to humanity. I'd nominate you for a Nobel prize if I could.
@ejkitchen
Thank you for making these. I really appreciate the time you put into the visuals along with the simple explanations. Your approach is a great complement to other lectures/materials. Whenever I don't quite grasp something somewhere else, I look up one of your videos and then go back. I find I am always able to grasp things at a higher level after. Don't change the format and continue to produce amazing content.
@kingsman428
Watching this was like a horror movie. I was overcome with fear as long forgotten memories of studying AC electronics, vectors and imaginary numbers came flooding back. Gulp
@NumbToons
I always ignored the imaginary part of wave function and just plotted and observed the real part. But, WOW, the full complex graph is amazing.
@baloung7622
This. Video. Is. Awesome.
@coolwinder
OMG, this is exactly what I was trying to visualize, you are awesome!
@lancelovecraft5913
Nice vid! The energy levels in an infinite square well are quantized due to the fact that the boundary conditions yield 0 for the for the wave equation. psi(0)=0 and psi(L)=0. Needless to say, that the quantized energy levels of an infinite square well depends on the width of the well. Its because of these boundary conditions the we can normalize the wave function without having to use the fourier transform. It seems like all we do in my quantum class is learn many methods for finding characteristics of the wave equation. It's nice to step back and look at the big picture every now and then
@SaberTooth2251
You capture so elegantly the true understanding of Eulers formula - that the real and imaginary axis of sine and cosine waves trace out a helix in 3D space. The understanding that the probability is proportional to the square of the radius makes crystal clear sense when you see that radius sweeping out a 2-Dimensional area
@derekojeda6861
great video, Eugene! This was really helpful and entertaining at the same time.
@krishnaraj3989
The link between orbitals from atomic chemistry and waves is amazing, and once it hits you, you never forget it
@1995DCH
Hi,I use your videos to improve my knowledge of Physics and to improve my English. i love your form to explain, it's so clear. Thanks
@illumiNOTme326
Your videos remind me of the old 1950s educational videos. So much information packed in an easy and clear format. No waststed time straight just to the point.
@MrSub132
Thank you so much, you're making me interested to the true nature of our Universe and it's such an experience to try to understand. Amazing video's you make <3
@ShredEngineerPhD
This is by far the most amazing demonstration/visualization of the topic I have ever seen -- it clarified things quite a bit for me. Thank you so much and keep doing these videos, please! :)
@EugeneKhutoryansky
If you like this video, you can help more people find it in their YouTube search engine by clicking the like button, and writing a comment. Thanks.
@ArvinAsh
Superb visual interpretations and animations. Congratulations!
@digitaltheory4534
Amazing visuals. I'll be sure to keep revisiting this video as we continue with quantum mechanics in my physics course!
@EugeneKhutoryansky