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Sommerfeld Expansion Proof and Applications by Miguel Angel is a document available to read on EtoBox.
What is Sommerfeld Expansion Proof and Applications about?
The document provides a proof of the Sommerfeld expansion formula, which is used to approximate integrals involving the Dirac distribution and a well-behaved function. It first derives an intermediate result of the transformation of the integral by a change of variables. It then discusses finding the missing integral factor and presents the final Sommerfeld expansion formula. It also covers applications to relating physical quantities, treatment in terms of fugacity, Bernoulli numbers, the Riemann zeta func
- Author
- Miguel Angel
- Language
- EN