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- Q692457 subject Q5724991.
- Q692457 abstract "In quantum mechanics, momentum (like all other physical variables) is defined as an operator, which "acts on" or pre-multiplies the wave function ψ(r, t) to extract the momentum eigenvalue from the wave function: the momentum vector a particle would have when measured in an experiment. The momentum operator is an example of a differential operator.At the time quantum mechanics was developed in the 1920s, the momentum operator was found by many theoretical physicists, including Niels Bohr, Arnold Sommerfeld, Erwin Schrödinger, and Eugene Wigner.".
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- Q692457 wikiPageWikiLink Q5724991.
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- Q692457 type Thing.
- Q692457 comment "In quantum mechanics, momentum (like all other physical variables) is defined as an operator, which "acts on" or pre-multiplies the wave function ψ(r, t) to extract the momentum eigenvalue from the wave function: the momentum vector a particle would have when measured in an experiment.".
- Q692457 label "Momentum operator".
- Q692457 seeAlso Q1225362.
- Q692457 seeAlso Q299964.
- Q692457 seeAlso Q578555.