Define the schrodinger equation for rotation in 3-dimensions

Reference no: EM13511820

By substituting in the Schrodinger equation for rotation in 3-dimensions, show that the rotational wave function (5/16pi)^(1/2) (3cos^2(theta-1)) is an eigenfunction of the total energy operator. Determine the energy eigenvalue.

Reference no: EM13511820

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Define the schrodinger equation for rotation in 3-dimensions : By substituting in the Schrodinger equation for rotation in 3-dimensions, show that the rotational wave function (5/16pi)^(1/2) (3cos^2(theta-1)) is an eigenfunction of the total energy operator. Determine the energy eigenvalue.

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