Dispersion forces in the Lifshitz problem
Michael V. Davidovich
TL;DR
This paper derives dispersion forces in the Lifshitz problem using a field mode matching technique, providing spectral integral expressions based on the energy-momentum tensor and Lorentz force.
Contribution
It introduces a sequential derivation method for dispersion forces in the Lifshitz problem, emphasizing spectral integral formulations.
Findings
Spectral integral expressions for dispersion forces derived
Method based on field mode matching technique
Results applicable to energy-momentum tensor and Lorentz force
Abstract
We present a sequential derivation of the dispersion forces for the Lifshitz problem, based on the field mode matching technique. The results for the dispersion force on the base of the energy-momentum tensor and the Lorentz force are presented as specral integrals in real domaine.
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Taxonomy
TopicsParticle accelerators and beam dynamics · Quantum, superfluid, helium dynamics · Particle Accelerators and Free-Electron Lasers