A single-particle system exists in free space, with d being a real constant, in the state described by the momentum wave function @(p) = Nexp(-d'(p-ħk) a) What is the meaning of the one-to-one dimensioning of and find the constant? b) Show that it achieves the minimum position momentum uncertainty for this wave function.
A single-particle system exists in free space, with d being a real constant, in the state described by the momentum wave function @(p) = Nexp(-d'(p-ħk) a) What is the meaning of the one-to-one dimensioning of and find the constant? b) Show that it achieves the minimum position momentum uncertainty for this wave function.
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Transcribed Image Text:Advanced Physics
A single-particle system exists in free space, with d being a real constant, in the state
described by the momentum wave function
@(p)= N exp(=d*(p-ħk) )
a) What is the meaning of the one to-one dimensioning of and find the constant?
b) Show that it achieves the minimum pesition-momentum uncertainty for this wave
function.
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