- #1
Karl G.
- 40
- 0
Query:
Given a three- dimensional wavefunction (phi) (x, y, z),
what is the probability of simultaneously measuring
momentum and position to obtain the results
a < y < b and p' < Pz < P" ?
I know that integration of the square norm of the wavefunction of the region
under question yields the probability for finding the position or momentum
of the system described by the wavefunction. But how do you do this
for simultaneous measurements of momentum and position?
Thanks!
Given a three- dimensional wavefunction (phi) (x, y, z),
what is the probability of simultaneously measuring
momentum and position to obtain the results
a < y < b and p' < Pz < P" ?
I know that integration of the square norm of the wavefunction of the region
under question yields the probability for finding the position or momentum
of the system described by the wavefunction. But how do you do this
for simultaneous measurements of momentum and position?
Thanks!