Author:
White Harold,Vera Jerry,Han Arum,Bruccoleri Alexander R.,MacArthur Jonathan
Abstract
AbstractWhile conducting analysis related to a DARPA-funded project to evaluate possible structure of the energy density present in a Casimir cavity as predicted by the dynamic vacuum model, a micro/nano-scale structure has been discovered that predicts negative energy density distribution that closely matches requirements for the Alcubierre metric. The simplest notional geometry being analyzed as part of the DARPA-funded work consists of a standard parallel plate Casimir cavity equipped with pillars arrayed along the cavity mid-plane with the purpose of detecting a transient electric field arising from vacuum polarization conjectured to occur along the midplane of the cavity. An analytic technique called worldline numerics was adapted to numerically assess vacuum response to the custom Casimir cavity, and these numerical analysis results were observed to be qualitatively quite similar to a two-dimensional representation of energy density requirements for the Alcubierre warp metric. Subsequently, a toy model consisting of a 1 $$\upmu $$
μ
m diameter sphere centrally located in a 4 $$\upmu $$
μ
m diameter cylinder was analyzed to show a three-dimensional Casimir energy density that correlates well with the Alcubierre warp metric requirements. This qualitative correlation would suggest that chip-scale experiments might be explored to attempt to measure tiny signatures illustrative of the presence of the conjectured phenomenon: a real, albeit humble, warp bubble.
Funder
Defense Advanced Research Projects Agency
Publisher
Springer Science and Business Media LLC
Subject
Physics and Astronomy (miscellaneous),Engineering (miscellaneous)
Reference22 articles.
1. H. White, J. Vera, P. Bailey, P. March, T. Lawrence, A. Sylvester, D. Brady, Dynamics of the vacuum and Casimir analogs to the hydrogen atom. J. Mod. Phys. 6, 1308–1320 (2015)
2. H. White, P. Bailey, J. Lawrence, J. George, J. Vera, A discussion on a dynamic vacuum model: derivation of Helmholtz equation from Schrödinger equation. Phys. Open 1, 100009 (2019)
3. G. Moddel, A. Weerakkody, D. Doroski, D. Bartusiak, Optical-cavity-induced current. Symmetry 13, 517 (2021)
4. H. White, P. Bailey, J. Lawrence, J. George, J. Vera, Dynamic vacuum model and Casimir cavity experiments. JBIS 73, 7 (2020)
5. H. Gies, K. Langfeld, L. Moyaerts, Casimir effect on the worldline. JHEP 2003, 6 (2003)
Cited by
5 articles.
订阅此论文施引文献
订阅此论文施引文献,注册后可以免费订阅5篇论文的施引文献,订阅后可以查看论文全部施引文献