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- W2493622372 abstract "Abstract This chapter presents important results obtained for the Casimir effect in the presence of spherical and cylindrical shells with various boundary conditions. It also includes the Casimir effect for a dielectric ball. The configuration of a spherical shell finds applications in the bag model of quantum chromodynamics. Mode summation for both interior and exterior regions is considered. Analytic continuation for obtaining the regularized vacuum energy, and the divergent contribution are analyzed. This allows for the renormalized vacuum energy for scalar, Electromagnetic, and spinor fields to be found. The case of nonzero temperature is considered on the basis of the general formalism presented in Chapter 5. The material in this chapter is focused on the technical methods necessary to calculate the Casimir effect in spherical and cylindrical geometry and on the analysis of the ultraviolet divergences." @default.
- W2493622372 created "2016-08-23" @default.
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- W2493622372 date "2009-05-28" @default.
- W2493622372 modified "2023-09-26" @default.
- W2493622372 title "Single Spherical and Cylindrical Boundaries" @default.
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