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A particle of mass m is confined to a one-dimensional box of length (L) that undergoes an external perturbation in the x direction of magnitude H=BX^3 Where B Fixed Note that the eigenfunctions of an electron in a box are Øn = sin %3D and his eigenvalues En = 2ml2 Calculate the correction with energy of the first order

A particle of mass m is confined to a one-dimensional box of length (L) that undergoes an external perturbation in the x direction of magnitude H=BX^3 Where B Fixed Note that the eigenfunctions of an electron in a box are Øn = sin %3D and his eigenvalues En = 2ml2 Calculate the correction with energy of the first order

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A particle of mass m is confined to a one-dimensional box of length (L) that undergoes an external perturbation in the x direction of magnitude H=BX^3 Where B Fixed Note that the eigenfunctions of an electron in a box are Øn %3D and his eigenvalues En %3D 2ml2 Calculate the correction with energy of the first order Write the energy corrected for the first order and for case 1 = n
Transcribed Image Text:A particle of mass m is confined to a one-dimensional box of length (L) that undergoes an external perturbation in the x direction of magnitude H=BX^3 Where B Fixed Note that the eigenfunctions of an electron in a box are Øn %3D and his eigenvalues En %3D 2ml2 Calculate the correction with energy of the first order Write the energy corrected for the first order and for case 1 = n
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