5. The dispersion relation for propagating waves is the equation w = w(k) giving the angular frequency as a function of the wavenumber. A free-electron will have the energy-momentum relation E = p2 2m Use this relation, in conjunction with Planck's equation and De Broglie's equation, to determine the quantum mechanical dispersion relation for the wave associated with a free electron.
5. The dispersion relation for propagating waves is the equation w = w(k) giving the angular frequency as a function of the wavenumber. A free-electron will have the energy-momentum relation E = p2 2m Use this relation, in conjunction with Planck's equation and De Broglie's equation, to determine the quantum mechanical dispersion relation for the wave associated with a free electron.
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5. The dispersion relation for propagating waves is the equation w = w(k) giving the angular
frequency as a function of the wavenumber.
A free-electron will have the energy-momentum relation E =
2m
Use this relation, in conjunction with Planck's equation and De Broglie's equation, to determine the
quantum mechanical dispersion relation for the wave associated with a free electron.
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