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理论物理通讯:英文版

Entanglement Dynamics of Two Qubits Coupled to a Noise Environment

Liu ., Jin, ■ Xiang, Shaohua, Cui, Huiping, Li -, Jian JIAN

Published Jan 1, 2009• 2 citations
OpenAlex

Abstract

我们开始处于纯纠缠的状态或格言联盟者学习二个二状态的系统(二 qubits ) 的时间进化纠缠的混合状态与单个环境噪音交往。由于环境噪音,所有量纠缠了状态,这被显示出是很易碎的并且在短时间的限制成为一个古典混合状态。但是环境能以很不同的方法影响纠纷。为某些纠缠的状态的 decoherence 过程的类型属于振幅抑制,当其它属于 dephasing decoherence 时。

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我们开始处于纯纠缠的状态或格言联盟者学习二个二状态的系统(二 qubits ) 的时间进化纠缠的混合状态与单个环境噪音交往。由于环境噪音,所有量纠缠了状态,这被显示出是很易碎的并且在短时间的限制成为一个古典混合状态。但是环境能以很不同的方法影响纠纷。为某些纠缠的状态的 decoherence 过程的类型属于振幅抑制,当其它属于 dephasing decoherence 时。
We study the time evolution of two two-state systems (two qubits) initially in the pure entangled states or the maximally entangled mixed states interacting with the individual environmental noise. It is shown that due to environment noise, all quantum entangled states are very fragile and become a classical mixed state in a short-time limit. But the environment can affect entanglement in very different ways. The type of decoherence process for certain entangled states belongs to amplitude damping, while the others belong to dephasing decoherence.
Using an exactly solvable pure dephasing model, we show how entanglement between qubits can be generated via the interaction with a common environment and concurrent application of suitable control pulses. The control pulses are able to effectively remove the detrimental effect of the environment while preserving the indirect interaction between the qubits, thereby leading to the generation of near-perfect entanglement. Furthermore, we also investigate the entanglement dynamics if the qubits are directly interacting; this interaction may even contain a noise term. The present of this additional noise leads to an additional decoherence term. This decoherence term cannot be removed by applying the pulses at the same time to both qubits. Rather, we show that by introducing a time delay between the two pulse sequences, near-perfect entanglement can still be generated via the interaction with the common environment.
有他们的环境的纠缠的 qubits 的不可避免的相互作用可以导致量关联的降级,这被知道。我们在一般本地站在一起单人赛、两方面的抑制振幅的隧道(模数转换器) 下面学习二遥远的 qubits 的 decoherence。由使用同时发生,量不一致和 ClauserHorneShimonyHolt (CHSH ) 不平等,我们发现在剩余量关联之间的关系和起始的是不同的。最近,王等。[Int。J。Theor。Phys。54 (2015 ) 5 ] 在那里显示出那存在以剩余量关联是比最大地纠缠的状态更柔韧的一套部分纠缠的状态分别地由同时发生,充分纠缠的部分和量不一致测量了。这里,我们在站在一起单人赛、两方面的模数转换器发现那两个,仅仅有起始的参数的 CHSH 不平等的进化与起始的 nonlocality 的成正比。那意味着起始的状态与最大地, nonlocality 将在进化保留它的角色。它暗示 nonlocality 的进化可以更好揭示量状态的特征。而且,我们在抑制隧道(GADC ) 的概括振幅下面与起始的参数讨论三不同的量大小的进化并且发现他们都与起始的状态的成正比。
One of the main obstacles toward building efficient quantum computing systems is decoherence, where the inevitable interaction between the qubits and the surrounding environment leads to a vanishing entanglement. We consider a system of two interacting asymmetric two-level atoms (qubits) in the presence of pure and correlated dephasing environments. We study the dynamics of entanglement while varying the interaction strength between the two qubits, their relative frequencies, and their coupling strength to the environment starting from different initial states of practical interest. The impact of the asymmetry of the two qubits, reflected in their different frequencies and coupling strengths to the environment, varies significantly depending on the initial state of the system and its degree of anisotropy. For an initial disentangled, or a Werner, state, as the difference between the frequencies increases, the entanglement decay rate increases, with more persistence at the higher degrees of anisotropy in the former state. However, for an initial anti-correlated Bell state, the entanglement decays more rapidly in the symmetric case compared with the asymmetric one. The difference in the coupling strengths of the two qubits to the pure (uncorrelated) dephasing environment leads to higher entanglement decay in the different initial state cases, though the rate varies depending on the degree of anisotropy and the initial state. Interestingly, the correlated dephasing environment, within a certain range, was found to enhance the entanglement dynamics starting from certain initial states, such as the disentangled, anti-correlated Bell, and Werner, whereas it exhibits a decaying effect in other cases such as the initial correlated Bell state.