The Potential Barrier, case: E ≤ V₀ - Tunneling
We now face the most common problem in Quantum mechanics when dealing with physical problems - the phenomena of tunneling, how a particle can tunnel through a classical impenetrable barrier. This lesson sets out the situation looking at the Schrodinger equation.
Note: Unlike the previous problems, I hope you watch all of the first four of this series, QM5.1 to QM5.4, to fully understand this phenomena.
For an in-depth study, check out www.gaussianmath.com
he's so excited about what he is doing....i like to see lecturers/teachers with that kind of enthusiasm ...reminds me of a lecturer friend at my univ all the students like him bcuz he gets them into the topic..nice job
katerina22sm 1 day ago
@r99degree - He might talk much be the pace is quite low I think. I guess it's just him eager not to miss anything.
perfuzz 6 months ago
Que?
crodownes 8 months ago
very good lectures , but you are very fast and it bothers some times , try to teach slow and be calm
r99degree 1 year ago
I'm downloading all of your videos to study after class and review! This is exactly the same as we learn in class ^_^ I still have my notes but You make study time fun XD
lordwhite0 1 year ago
Thanks for posting! Excellent video!
You've made it very interesting to follow - a hard thing to do.
Keep it up!
bkksingh 2 years ago 2
This comment has received too many negative votes show
homo!
timpparimppa 2 years ago
wow, thats insane.... i tried to follow along... very nice video.
Zenk200 2 years ago
thankyou! this is really interesting!! :)
PA5C4L 2 years ago
you are a genius. tunneling is some very intersting effect. I dont know anywhere else I can get this kind of math instruction on tunneling. THANK YOU!
tokamak9master 3 years ago