Recent content by elninio0397
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Particle in finite well (Schroedinger)
How exactly do I find the expressions for k1 and k2? The ones that I took came from a similar example done in class. I can't find any information regarding how k is found, I can only find concrete values for specific examples.- elninio0397
- Post #7
- Forum: Advanced Physics Homework Help
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Particle in finite well (Schroedinger)
...Misread my own notes for T. =1 should read ^-1. Thank you for all your help thus far. I'll get back at it in the morning..- elninio0397
- Post #6
- Forum: Advanced Physics Homework Help
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Particle in finite well (Schroedinger)
I've reworked my solution for part a and have come up with the following solutions: For the region in the well - \psi(x,t) = Aexp(ik2x)exp(iwt) + Bexp(-ik2x)exp(-iwt) where k2=((2mE)^-1/2)/hbar. For the region outside the well - d^2\psi/dx^2 + 2m/hbar^2 (E-V0)\psi = 0 which has the solution...- elninio0397
- Post #4
- Forum: Advanced Physics Homework Help
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Particle in finite well (Schroedinger)
I'm afraid you have me confused then. How is it that I can use the time-independent S. Equation when the problem specifically asks for a complete time and space solution?- elninio0397
- Post #3
- Forum: Advanced Physics Homework Help
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Particle in finite well (Schroedinger)
Homework Statement A particle with energy greater than the potential is defined as below: V(x) = Vo (x<0) V(x) = 0 (0<x<a) V(x) = Vo (x>a) a) Write the complete solutions (time and space) to the S. Eqn for the 3 regions b) What condition must the width of the potential satisfy for the...- elninio0397
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- Finite Particle
- Replies: 7
- Forum: Advanced Physics Homework Help