Comment on: "The Casimir force on a piston in the spacetime with extra compactified dimensions" [Phys. Lett. B 668 (2008) 72]
arXiv:0811.0779 · doi:10.1016/j.physletb.2008.11.037
Abstract
We offer a clarification of the significance of the indicated paper of H. Cheng. Cheng's conclusions about the attractive nature of Casimir forces between parallel plates are valid beyond the particular model in which he derived them; they are likely to be relevant to other recent literature on the effects of hidden dimensions on Casimir forces.
6 pages, 1 figure
References in corpus (5)
- Casimir force on a piston
- Kaluza-Klein models as pistons
- The perfect magnetic conductor (PMC) Casimir piston in d+1 dimensions
- The Casimir force on a piston in the spacetime with extra compactified dimensions
- The asymptotic behavior of Casimir force in the presence of compactified universal extra dimensions
Cited by in corpus (9)
- Kaluza-Klein models as pistons
- Fermionic condensate and Casimir densities in the presence of compact dimensions with applications to nanotubes
- Finite Temperature Casimir Effect in Kaluza-Klein Spacetime
- Finite temperature Casimir effect in spacetime with extra compactified dimensions
- Fermionic current from topology and boundaries with applications to higher-dimensional models and nanophysics
- The Casimir Effect for Conical Pistons
- 3D scalar model as a 4D perfect conductor limit: dimensional reduction and variational boundary conditions
- Repulsive Casimir Force from Fractional Neumann Boundary Conditions
- The Casimir effect for parallel plates involving massless Majorana fermions at finite temperature