Principles of Physics II
The WKB approximation is a mathematical method used in quantum mechanics to find approximate solutions to the Schrödinger equation in cases where the potential changes slowly compared to the wavelength of the particle. This technique allows for the analysis of quantum tunneling, where particles can pass through potential barriers despite insufficient energy to overcome them classically. By treating the wave function as an exponential function and applying the semiclassical limit, the WKB method simplifies complex quantum systems.
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