- #1
mpv_plate
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The time dependent Schrödinger equation is:
[itex]i\hbar\partial_{t}\Psi=\hat{H}\Psi[/itex]
Does it mean that the operator [itex]i\hbar\partial_{t}[/itex] has the same eigenstates and eigenvalues as any Hamiltonian?
[itex]i\hbar\partial_{t}\Psi=\hat{H}\Psi[/itex]
Does it mean that the operator [itex]i\hbar\partial_{t}[/itex] has the same eigenstates and eigenvalues as any Hamiltonian?