Entanglement of Resonantly Coupled Field Modes in Cavities with Vibrating Boundaries |
| |
Authors: | M. A. Andreata A. V. Dodonov V. V. Dodonov |
| |
Affiliation: | (1) Departamento de Física, Universidade Federal de São Carlos, Via Washington Luiz, km 235, 13565-905 São Carlos, SP, Brasil |
| |
Abstract: | We study time dependence of various measures of entanglement (covariance entanglement coefficient, purity entanglement coefficient, normalized distance coefficient, entropy coefficients) between resonantly coupled modes of the electromagnetic field in ideal cavities with oscillating boundaries. Two types of cavities are considered — a three-dimensional cavity possessing eigenfrequencies 3 = 31, whose wall oscillates at the frequency w = 21, and a one-dimensional (Fabry–Perot) cavity with an equidistant spectrum n = n1 where the distance between perfect mirrors oscillates at the frequencies 1 and 21. The behavior of entanglement measures in these cases turns out to be completely different, although all three coefficients demonstrate qualitatively similar time dependences in each case (except some specific situations where the covariance entanglement coefficient based on traces of covariance submatrices seems to be essentially more sensitive to entanglement than other measures, which are based on determinants of covariance submatrices). Different initial states of the field, namely, vacuum, squeezed vacuum, thermal, Fock, and even/odd coherent states, are considered. |
| |
Keywords: | dynamical Casimir effect vibrating boundary parametric resonance coupled modes entanglement quantum purity entropy distance covariances Fock states Gaussian states even/odd coherent states squeezed states thermal states |
本文献已被 SpringerLink 等数据库收录! |
|