1- by using the Covariance theory to find the wave function of a harmonic oscillator, we use the following function : A x2 + b Where A is a normalize constant and b is Covariance coefficient . a- Calculate the Normalize constant A ( the given : 1 dx ) 2byb h? 1 b- if the Hamiltonian calculation gives a value of ( (H) mw²b + ) 2m b determine the ground energy value of the harmonic oscillator
1- by using the Covariance theory to find the wave function of a harmonic oscillator, we use the following function : A x2 + b Where A is a normalize constant and b is Covariance coefficient . a- Calculate the Normalize constant A ( the given : 1 dx ) 2byb h? 1 b- if the Hamiltonian calculation gives a value of ( (H) mw²b + ) 2m b determine the ground energy value of the harmonic oscillator
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Transcribed Image Text:1- by using the Covariance theory to find the wave function of a harmonic oscillator, we use the
following function :
A
x2 + b
Where A is a normalize constant and b is Covariance coefficient .
a- Calculate the Normalize constant A ( the given :
1
dx
)
2byb
h? 1
b- if the Hamiltonian calculation gives a value of ( (H)
mw²b + )
2m b
determine the ground energy value of the harmonic oscillator
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