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Lecture Details :
The Finite Square Well Potential, case: E ≤ V₀
Solving the Schrödinger equation inside the well is a little different. Recall the theorem that bound states of a particle in a symmetric potential have definite parity: they are either even or odd functions.
V(-x) = V(x) ⇒ Ψ(-x) = ±Ψ(x)
We use this theorem to progress in the problem.
For an in-depth study, check out www.gaussianmath.com
Course Description :
Our focus now is on solving physical one-dimensional problems - infinite square well potential, potential barrier, harmonic oscillator, and the most common phenomena of tunneling.
Other Resources :
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- Heat and Mass Transfer by IIT Bombay
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- Symmetry Structure and Tensor Properties of Material by MIT
- Computational Fluid Dynamics by IIT Kharagpur
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