Optomechanical Backreaction of Quantum Field Processes in Dynamical Casimir Effect by Xie, Yu-Cun, Butera, Salvatore, Hu, Bei-Lok

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On Gravitational Casimir Effect and Stefan-Boltzmann Law at Finite Temperature by S. C. Ulhoa, A. F. Santos, T. F. Furtado, F. C. Khanna

“…The gravitational Casimir effect and Stefan-Boltzmann law are calculated as a function of temperature. …”
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The Dynamical Casimir Effect in quasi-one-dimensional Bose condensates: the breathing ring by Tettamanti, Manuele, Parola, Alberto

Subjects: “…Casimir Effect…”
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Spin-1/2 Particles in Phase Space: Casimir Effect and Stefan-Boltzmann Law at Finite Temperature by R. G. G. Amorim, S. C. Ulhoa, J. S. da Cruz Filho, A. F. Santos, F. C. Khanna

“…The Stefan-Boltzmann law is established, and the Casimir effect is calculated for the Dirac field in phase space at zero and finite temperature. …”
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Geometrical potential and nanofiber membrane’s highly selective adsorption property by Dan Tian, Xiao-Xia Li, Ji-Huan He

“…A geometrical interpretation of the nanofiber membrane’s adsorption is given as a natural intrinsic property of the geometrical potential of nanoscale structure. Nano-effect, Casimir effect, capillary effect, Earth’s gravity difference, Newton’s gravity, and lotus leaf’s highly selective repulsion property can all be interpreted using the geometrical potential or boundary-induced force.…”
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Low Temperature Expansion in the Lifshitz Formula by M. Bordag

“…The low temperature expansion of the free energy in a Casimir effect setup is considered in detail. The starting point is the Lifshitz formula in Matsubara representation and the basic method is its reformulation using the Abel-Plana formula making full use of the analytic properties. …”
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Numerical Investigation of Pull-In Instability in a Micro-Switch MEMS Device through the Pseudo-Spectral Method by P. Di Maida, G. Bianchi

“…In particular, Coulomb electrostatic force is considered, although the method can be easily generalized to account for fringe as well as Casimir effects. A numerical comparison is presented between a pseudo-spectral and a Finite Element (FE) approximation of the problem, both methods employing the same number of degrees of freedom. …”
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