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- The model of two-level open quantum systems under coherent control is formulated, in which the decoherence suppression is equivalent to the decoupling problem of the system from environmental noises. 首先讨论了二能级开放量子系统在相干控制下的建模问题,将退相干抑制归结为与环境噪声解耦的控制问题。
- The Effective Hamiltonian of Open Quantum System and Several New Solvable Models 开放量子系统的等效哈密顿与几种新的可解模型
- two-level open quantum systems 二能级开放量子系统
- open quantum systems 开放量子系统
- Open quantum system 开放量子系统
- It is further approached in this paper from the boundary between an open system of quantum and its environment to set the base of the analytical mechanics on the interflow of quantum system. 本文探讨建立以环境提供的熵流为自变量的熵变函数;当熵变化取负值时,此函数可称 作有序生成函数。
- Pseudopath semiclassical approximation of scattering in open quantum billiards[J]. 引用该论文 徐学友;王树宝;贾正茂;林圣路.
- Decoherence in quantum systems can be divided into two main kinds, phase decoherence and amplitude decoherence. 量子系统中的消相干,按其理论描述方法,可分为两大类,即相位消相干和振幅消相干。
- Comparative Study on Unitary Evolution Operator Decompositions in Quantum System P. 量子系统中幺正演化矩阵分解方法的对比研究。
- This paper discusses the application of knot theory to quantum chaos,reveals the topological structure of the chaotic solution of quantum systems. 讨论了纽结理论对量子混沌的应用,并揭示了量子系统中混沌解的拓扑结构.
- LAI Y Z, LIANG J Q, M U LLER-KIRSTEN H J W,et al. Time-dependent quantum systems and the invariant Hermitian operator [J]. Phys Rev, 1996,A53:3691. 李伯臧;张凌云;张向东.;关于量子不变量及其与量子相位关系的几点注记[J]
- The invariant eigen-operator method is successfully applied to solving energy levels for some quantum systems Hamiltonian. 摘要目前不变量本征算符方法已成功地解决了某些量子系统哈密顿量能级问题。
- Finally, we report our current progress in the controllability problem of quantum systems, and predict the development of quantum control. 最后介绍了作者近年在量子系统能控性方面的一些研究进展,并对量子控制进行了展望。
- Quantum theory tells us that the process of measuring a quantum system nearly always perturbs it. 量子理论告诉我们,在测量量子系统的过程中,便会干扰到系统本身。
- The effects of inhomogeneous strain on the band structure and TE mode gain were studied for low dimensional quantum systems. 研究了非均匀应变对低维量子结构的能带和TE模光增益所产生的影响。
- The physical control procedure of the quantum system with interaction is described in detail. 详细地描述了对具有相互作用的量子系统的物理控制过程。
- Decoherence due to the interaction of quantum systems and environment is mainly difficult to application of quantum information. 然而在实际应用中,由于系统与环境的相互作用而导致的退相干已成为量子信息学研究目前遇到的最大困难。
- The first part of the book is devoted to properties of atoms and ions considered as quantum systems of electrons orbiting a heavy Coulomb center. 书的第一部分献身于原子的特性,离子认为绕一个大的库仑中心的轨道运行的电子的量系统。
- Then, models of dynamical evolutions of transport processes in classical and quantum systems have been largely explained. 然后,在古典和量系统里的传送过程的动态的开方的模型已经被基本上解释。
- Although quantum nonlocality has attracted a lot of attention recently, there are a lot of open questions in the nonlocality of d-dimensional quantum system, especially in a mixed state. 近年来量子非定域性虽然引起了广泛的关注,但是关注的焦点集中在低维纯量子体系,高维量子体系尤其是混合态的非定域性还有很多没有解决的问题。