Abstract
In this chapter, the stationary Schrödinger equations in configuration and momentum configuration spaces are derived from the non-classical expression of the total energy (7.15) found in the foregoing chapter. The new parameter in the Fourier transform is identified as ℏ ≡ ℎ/2. The roles of boundary conditions, probability concepts and independent dynamical variables are shortly discussed.
Keywords: Boundary conditions, Independent dynamical variables, Momentum representation, Probability, Stationary Schrödinger equation, Wave function.
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