- #1
amedeo_fisi
- 9
- 0
Hello everyone, I have thi doubt:
If I have a state, say psi1, associated with the energy eigenvalue E1, the integral over a certain region gives me the probability of finding the particle in that region with the specified energy E1. Now if I put an operator between the states I obtain its mean value of the observable. If now I have two different states psi1 and psi2, associated with the two energy E1 and E2, what does their product mean? And what's the meaning if I put inside an operator?
If I have a state, say psi1, associated with the energy eigenvalue E1, the integral over a certain region gives me the probability of finding the particle in that region with the specified energy E1. Now if I put an operator between the states I obtain its mean value of the observable. If now I have two different states psi1 and psi2, associated with the two energy E1 and E2, what does their product mean? And what's the meaning if I put inside an operator?