Purdue PHYS 342 L4.2: Heisenberg's Uncertainty: Transmission Through a Potential Barrier

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Table of Contents:
00:09 Lecture 4.2: Transmission Through a Potential Barrier
01:25 Case III: Free Particle Tunneling through a Potential Barrier
08:12 Wavevector Definitions
08:51 Transmission Probability
12:20 Numerical results: (m=me; L=2 nm; Vo=5.0 eV)
16:32 Typical results for an electron incident
18:02 Wavefunctions
18:57 Example I: The effect of a thin oxide layer on current flow
20:23 Calculate Transmission Probability
21:31 Example II: Current flow in a semiconductor device
22:15 Calculate Transmission Probability
23:15 Web-based simulation

Purdue PHYS 342 provides an introduction to the physical principles underlying topics in Modern Physics. This course is intended to provide engineering undergraduate students with a firm base from which they can extend their understanding of the quantum world.
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would those transmission formulas work if the potential well was drawn differently. For example, if it was drawn "upside down" with -V_nought? Or do i have to derive it depending on the problem?

manuelsojan
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Thank you for explanation... made it a lot easier to understand my earlier lecture from class.

Andy-jwtf