LagrangeEuler
- 711
- 22
Heisenberg equation of motion for operators are given by
i\hbar\frac{d\hat{A}}{dt}=i\hbar\frac{\partial \hat{A}}{\partial t}+[\hat{A},\hat{H}].
Almost always ##\frac{\partial \hat{A}}{\partial t}=0##. When that is not the case?
i\hbar\frac{d\hat{A}}{dt}=i\hbar\frac{\partial \hat{A}}{\partial t}+[\hat{A},\hat{H}].
Almost always ##\frac{\partial \hat{A}}{\partial t}=0##. When that is not the case?