Does there exists a common eigenbasis of the energy operator $T=p^2/2m$ and the momentum operator $p=-i\hbar\, d/dx$ for a particle in a 1-dimensional box of length $L$?
Thanks in advance.
Does there exists a common eigenbasis of the energy operator $T=p^2/2m$ and the momentum operator $p=-i\hbar\, d/dx$ for a particle in a 1-dimensional box of length $L$?
Thanks in advance.
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