- #1
arroy_0205
- 129
- 0
Suppose I have Schroedinger equation in the form:
[tex]
-u''(x)+V(x)u(x)=Eu(x)
[/tex]
The potential is such that as |x| -> Infinity, V(x) reaches a constant positive value. In this case can we have bound state/plane wave solutions for u(x) with E > 0 ?
[tex]
-u''(x)+V(x)u(x)=Eu(x)
[/tex]
The potential is such that as |x| -> Infinity, V(x) reaches a constant positive value. In this case can we have bound state/plane wave solutions for u(x) with E > 0 ?