双模泵浦非线性耦合器产生的纠缠态

V. L. Duc, V. C. Long
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引用次数: 3

摘要

本文研究了一个具有两个非线性振子的非线性耦合系统。为了激励系统,我们使用了两个外部相干场。两个振荡器有不同的频率。数值模拟表明,该系统的演化与n光子态组合的演化相似。因此,所考虑的系统表现为所谓的非线性量子剪刀。然而,系统的演化在几次内以非常高的概率产生钟态。由于振子的非线性特性及其相互作用,该系统产生了光态的截断,从而获得双量子比特态。这些状态在qutrit-qutrit系统中也会出现多次。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Entangled State Creation by a Nonlinear Coupler Pumped in Two Modes
In this paper we consider a system with two nonlinear oscillators which are coupled via a nonlinear interaction. In order to excite the system, we use two external coherent fields. Two oscillators have different frequencies. It follows from numerical simulation that evolution of the system is similar to that of a combination of n-photon states. Therefore, the considered system behaves as so-called nonlinear quantum scissor. Nevertheless, evolution of the system generates Bell-like states in several times with very high probability. Because of the nonlinear properties of oscillators and their interaction, the system creates a truncation of optical states, which leads to obtain two-qubit states. It will also be shown that these states appear several times in the qutrit-qutrit system.
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