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Energy eigenvalue
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Words: 105
Articles: 6
An energy eigenvalue
E
is an
eigenvalue
of the Hamiltonian:
H
∣
ψ
⟩
=
E
∣
ψ
⟩
for some nonzero state
∣
ψ
⟩
.
Table of contents
105
6
Energy eigenstate
Energy eigenvalue
21
Energy eigenspace
Energy eigenvalue
8
Excited state
Energy eigenvalue
25
1
First excited state
Excited state
13
Eigenstate
Energy eigenvalue
35
1
Momentum eigenstate
Eigenstate
22
Ancestors
(4)
Quantum mechanics
Branch of physics
Physics
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(6)
Excited state
Nondegenerate energy eigenvalue
Solution
Solution
Solution
Solution