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Exact Solution of Damped Cummings - Tavis Model andEntanglement

机译：阻尼卡明的精确解-Tavis模型和纠缠

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The dynamics of two identical two-level atoms in non-ideal cavity it is considered. Using approach developed before by us for case of one two-level atom, the analytical expression for density matrix of the system is presented. Dynamics of level populations, mean number of photons and correlation function for photons are calculated. Using Peres - Horodecki criteria exact expression for entanglement dynamics of two identical two-level atoms in cavity is given. Influence of detuning and damping constants are investigated.

机译：考虑了两个相同的两能级原子在非理想腔中的动力学。利用我们之前针对一个二能级原子开发的方法，给出了系统密度矩阵的解析表达式。计算能级种群，平均光子数和光子相关函数的动力学。使用Peres-Horodecki标准，给出了腔中两个相同的两个能级原子的纠缠动力学的精确表达式。研究了失谐和阻尼常数的影响。

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来源
《Quantum Optics 2007》|2007年|5-6|共8页
会议地点 Samara(RU)
作者
A. V. Gorokhov; I.E. Sinaysky;
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作者单位

Samara State University, Department of Theoretical and General Physics, ul. Academ. Pavlov, 1, Samara, 443011, Russia;

Samara State University, Department of Theoretical and General Physics, ul. Academ. Pavlov, 1, Samara, 443011, Russia;

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会议组织
原文格式 PDF
正文语种 eng
中图分类量子光学;
关键词
quantum optics; two-level atoms; nonideal cavity; relaxation; entanglement;

机译：量子光学二能级原子非理想腔弛豫纠缠;

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专利

1. Exact solution in the damped Cummings-Tavis model and entanglement [J] . A. V. Gorokhov, I. E. Sinaiskii Bulletin of the Russian Academy of Sciences. Physics . 2008,第5期

机译：阻尼Cummings-Tavis模型中的精确解和纠缠
2. Effects of spin-orbit coupling on Jaynes-Cummings and Tavis-Cummings models [J] . Zhu Chuanzhou, Dong Lin, Pu Han Physical Review, A . 2016,第5aPta1期

机译：自旋轨道耦合对Jaynes-Cummings和Tavis-Cummings模型的影响
3. Effects of spin-orbit coupling on Jaynes-Cummings and Tavis-Cummings models [J] . Zhu Chuanzhou, Dong Lin, Pu Han Physical Review, A . 2016,第5aPta1期

机译：旋转轨道耦合对Jaynes-Cummings和Tavis-Cummings模型的影响
4. Exact Solution of Damped Cummings - Tavis Model and Entanglement [C] . A. V. Gorokhov, I.E. Sinaysky International Workshop on Quantum Optics . 2008

机译：抑制Cummings的精确解 - Tavis模型和纠缠
5. Exact solution of time history response for dynamic systems with coupled damping using complex mode superposition. [D] . Chinnakonda, Manoj Kumar M. 2007

机译：带有复杂阻尼模态的耦合阻尼动力系统时程响应的精确解。
6. Tavis–Cummings Model with Moving Atoms [O] . Sayed Abdel-Khalek, Kamal Berrada, Eied M. Khalil, 2021

机译：Tavis-cummings模型与移动原子
7. Effects of spin-orbit coupling on Jaynes-Cummings and Tavis-Cummings models [O] . Zhu Chuanzhou, Dong Lin, Pu Han 2016

机译：自旋轨道耦合对Jaynes-Cummings和Tavis-Cummings模型的影响
8. Xi and (Lambda)-non-degenerate two-photon time-dependent Jaynes-Cummings model: An exact algebraic solution [R] . Aliaga, J. , Gruver, J. L. 1996

机译：Xi和（Lambda） - 非简并双光子时间依赖的Jaynes-Cummings模型：精确的代数解

Exact Solution of Damped Cummings - Tavis Model andEntanglement

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