checkout
view
Your Cart: item(s)
Physics, Quantum Mechanics
Year 3
Semi-Infinite Square Well Potential
I need to see how to do these types of problems. I know that on the left side psi of 0 would be 0 since this is an infinite well on this side. The problem makes it sound as if I should put E2 slightly slightly below the 0 line. The function inside the well would be sinosoidal and on the right side a decaying exponential. They would be equal at x=a and their derivatives would have to be equal as well. I think that's how I should approach it unless E2 is supposed to be slightly above the well. So if someone can do this problem step by step I would really appreciate it.
oct161.JPG View File
By OTA: Israel Kovner, PhD
OTA Rating: 5/5
Your Price: $2.19 (original value ~$19.95)
What's included:
- Plain text response
- Attachment(s):
- a.pdf
- 1.jpg
- calc.m
Semi-Infinite Square Well - Consider the semi-infinite square well given by V(x)=-Vo<0 for 0<=x<=a and V(x)=0 for x>a. There is an infinite barrier at x=0. A particle with mass m is in a bound state in this potential energy E<=0.
a) solve the Schroedinger Eq to derive thi(x) for x=>0. Use the appropriate boundary conditions and normalized the wave function so that the final answer does not cont...
Page generated in 0.0141 seconds