Evaluate the dimensionless integral

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Reference no: EM131342880

Bosons in two dimensions

Consider an ideal boson gas in two dimensions. The N particles in the gas each have mass m and are confined to a box of dimensions L × L.

1. Calculate the density of states for the two-dimensional, ideal Bose gas.

2. Calculate the Einstein temperature in two dimensions in terms of the given parameters and a dimensionless integral. You do have to evaluate the dimensionless integral.

Reference no: EM131342880

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