Does wave function of an electron itself move?
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As far as I know quantum mechanics, electrons in an atom in vacuum move accordingly a wave function (a complex scalar field), but the wave function itself does not move (except that the atom may transitionally move as a whole).
But if we could cause an electron revolve in vacuum around a charged sphere of macroscopic size, then the position of the electron could be measured almost exactly; and as follows from this the wave function itself moves (if it didn't move then the electron would be not localizable).
I wonder, why is it different for atoms and for the above described macroscopic case: In one case the wave function is strictly constant, and in the other one it isn't. What is the exact difference
But if we could cause an electron revolve in vacuum around a charged sphere of macroscopic size, then the position of the electron could be measured almost exactly; and as follows from this the wave function itself moves (if it didn't move then the electron would be not localizable).
I wonder, why is it different for atoms and for the above described macroscopic case: In one case the wave function is strictly constant, and in the other one it isn't. What is the exact difference
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✔️✔️But if we could cause an electron revolve in vacuum around a charged sphere of macroscopic size, then the position of the electron could be measured almost exactly; and as follows from this the wave function itself moves (if it didn't move then the electron would be not localizable).
I wonder, why is it different for atoms and for the above described macroscopic case: In one case the wave function is strictly constant, and in the other one it isn't
A mathematical expression to describe the magnitude, or "height" of an electron standing wave at every point in space. Waves that do not travel, or move.
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