Consider a special case of eq. (8-5) in which each of the potentials V, V2 and V, are identical, in cach case of the form V(x) = 0 x>a and similarly for y and z. Use what you learned about the one-dimensional potential in Chapter 3 to find the eigenvalues and eigenfunctions for a particle in such a box.
Consider a special case of eq. (8-5) in which each of the potentials V, V2 and V, are identical, in cach case of the form V(x) = 0 x>a and similarly for y and z. Use what you learned about the one-dimensional potential in Chapter 3 to find the eigenvalues and eigenfunctions for a particle in such a box.
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1. Consider a special case of eq. (8-5) in which each of the potentials V, V2 and V, are identical, in
cach case of the form
V(x) = 0
xsa
= 00
x>a
and similarly for y and z. Use what you learned about the one-dimensional potential in Chapter 3 to
find the eigenvalues and eigenfunctions for a particle in such a box.
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