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برق و الکترونیک::
مقدار ویژه انرژی
where Hˆ is the Hamiltonian operator, En = kcn are energy eigenvalues, and $n(r) are
We want to solve this differential equation for the wave function and energy eigenvalues subject to boundary condition $ 0 for L/2 >x> L/2.
and the energy eigenvalues are simply En =
The lowest energy state or ground-state of the system has energy eigenvalue
Figure 3.4(a) is a sketch of a one-dimensional, rectangular potential well with infinite barrier energy showing energy eigenvalues E1, E2, and E3.
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