Physics: Quantum mechanics. Infinite square well (particle in a box)—how to calculate probabilities using the wave function; electron energy-level transitions via photon absorption. Quantum numbers and the periodic table; allowed quantum numbers
This is a recording of a tutoring session, posted with the student's permission.
These videos are offered on a "pay-what-you-like" basis. You can pay for the use of the videos at my website:
http://www.freelance-teacher.com/videos.htm
For a printable document containing the problems discussed in this video series, go to my website.
For a list of all the available video series, arranged in suggested viewing order, go to my website.
For a playlist containing all the videos in this series, click here:
http://www.youtube.com/watch?v=3P6bX-xNuO4&feature=PlayList&p=BDF5BE6...
(1) Infinite square well. Part (a) of a problem about finding probabilities using the wave function
(2) Continued
(3) Continued
(4) Continued
(5) Part (b)
(6) Continued
(7) Part (c)
(8) Part (d)
(9) Another infinite square well problem, involving photon absorption and electron energy-level transitions
(10) Continued
(11) Quantum numbers and the periodic table; allowed quantum numbers
(12) Continued
(13) A problem about allowed quantum numbers
What I like about this lecture is that I am getting it from an instructor without a Chinese accent.
chillman442 2 months ago
What I like to pay is nothing. Thank you sir.
BTNHarmony18 3 months ago
this guy teaches this in 10 mins but my professor took 4 lectures and it still didnt make sense to me. this teacher is awesome.
dwilmer7 7 months ago in playlist Physics: Particle in a box. Quantum numbers
finally the jargon from lectures are beginning to make sense. thank you!
ProjectAKaio 8 months ago
THANKS A LOT THIS SAVED ME! KEEP THE VIDEOS COMING!
SuperFamiLee 1 year ago
hey,for the wave function,what does the x-axis represent and what does y-axis repersent?
Robinrobinrobinl 1 year ago
you are a phycis/chemistry god!
supermanthesunny 1 year ago 2
thank you! these videos were very helpful!
javachip9 1 year ago
An electron is trapped in a one-dimensional box with a length of 1.0´10-8 m.
What is the energy of the state in which the electron is most likely to be found in
the middle of the box?
Makkerz 1 year ago
Thank you so much for these videos they help a great deal!
HaleFire7 2 years ago