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Consider a particle described by the following wavefunction for all values of : {-1/2a2²} exp{-12wt}, (t, x) = N exp where a = a) Determine the energy of this particle, E. b) Show that the normalization constant, N, is given by mw/ħ, and where m, N and w are constants. Now do the following: N = (mw) &

Consider a particle described by the following wavefunction for all values of : {-1/2a2²} exp{-12wt}, (t, x) = N exp where a = a) Determine the energy of this particle, E. b) Show that the normalization constant, N, is given by mw/ħ, and where m, N and w are constants. Now do the following: N = (mw) &

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Consider a particle described by the following wavefunction for all values of x: p{-1a2²} exp{-1 wt}, where a = mw/ħ, and where m, N and w are constants. Now do the following: a) Determine the energy of this particle, E. b) Show that the normalization constant, N, is given by (mw) & (t, x) = N exp N = =
Transcribed Image Text:Consider a particle described by the following wavefunction for all values of x: p{-1a2²} exp{-1 wt}, where a = mw/ħ, and where m, N and w are constants. Now do the following: a) Determine the energy of this particle, E. b) Show that the normalization constant, N, is given by (mw) & (t, x) = N exp N = =
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