Show that the energy expression for the particle in a box

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Reference no: EM132157042

Use a computer program to calculate the first four energy levels of an H_2 molecule in a box with one finite wall if the box length is L = 3.6 A and the potential of the finite wall is 0.04 eV. Now, compare these to the energy levels the molecule would have if both walls of the box were infinite.

Show that the energy expression for the particle in a box with one finite wall reduces to the particle in a box energy expression in the limit that the potential approaches infinity.

Reference no: EM132157042

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