Given a Gaussian wave function: Y(x) = e-mwx?/h %D Where a is a positive constant 1) Find the normalization (if the wave function is not normalized) 2) Determine the mean value of the position x of the particle : x 3) Determine the mean value of x? : x? 4) Determine the value of Ax = V(x2) – (x)² -
Given a Gaussian wave function: Y(x) = e-mwx?/h %D Where a is a positive constant 1) Find the normalization (if the wave function is not normalized) 2) Determine the mean value of the position x of the particle : x 3) Determine the mean value of x? : x? 4) Determine the value of Ax = V(x2) – (x)² -
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Y(x) =
e-mwx?/h
%D
Where a is a positive constant
1) Find the normalization (if the wave function is not normalized)
2) Determine the mean value of the position x of the particle : i
3) Determine the mean value of x? : x2
4) Determine the value of Ax = V(x2) – (x)²
-"
Transcribed Image Text:Given a Gaussian wave function:
Y(x) =
e-mwx?/h
%D
Where a is a positive constant
1) Find the normalization (if the wave function is not normalized)
2) Determine the mean value of the position x of the particle : i
3) Determine the mean value of x? : x2
4) Determine the value of Ax = V(x2) – (x)²
-
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