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- quasi quantum system 类量子系统
- 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。
- 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 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。
- As a macroscopic quantum system, BEC has macroscopic wave-function. Its phase is coherent and it can exhibit special macroscopic quantum phenomena. BEC作为宏观量子系统，具有宏观波函数，整个体系是相位相干的，能够表现特有的宏观量子现象。
- The quantum system of the passive hydrogen maser is introduced briefly and a design of the spectrum observing device is expounded. 简单介绍了被动型氢钟的量子系统,阐述了波谱信号观测装置的设计。
- In the case of d-dimensional quantum system, we present a class of mixed states which can be used for nonlocality proof. 在高维量子非定域性方面,我们提出了一类可以用来进行非定域性证明的混合态。
- In this formulation, the instantaneous state of a quantum system encodes the probabilities of its measurable properties, or "observables". 在这公式里，量子系统的瞬间态编码了其可测量特性的概率，或者“可见的”。
- This work is a preparation for further research on controllability, manipulation and feedback control of quantum system. 为进一步对量子系统有关的可控性、操纵以及反馈控制做好了准备工作。
- For a quantum system with time dependent boundary conditions, it is shown that the ef-fective Hamiltonian can be constructed in a simple way without any geometric treatemnt. 对一具有含时边界条件的量子体系,有效哈密顿算符可用一种简单的方式去构造而不涉及任何几何处理。
- Here time plays a key role, keeping track of the ever-changing probabilities that define the microworld, which are encoded in the "wave function" of a quantum system. 在量子力学里，时间 发挥着关键性的作用，它跟踪了时刻在变化着的用来解释微观世界的各种概率，而这些概率已被编码为量子系统的波函数。
- A realistic measurement setup for a system such as a charged two-state (qubit) or multi-state quantum system measured by a mesoscopic detector, is theoretically studied. 摘要对于一个实际的测量装置，即被介观测量仪器所测量的两态（量子比特）或多态量子系统做了理论研究。
- Some symplectic difference schemes for a quantum system were constructed in terms of thesymplectic difference schemes of nonautonomous Hamiltonian system. 根据非自治哈密顿系统的辛差分格式，构造了适用于一个哈密顿显含时间的模型量子系统的辛差分格式。
- The trick, says Rovelli, is to adjust the boundary between the quantum system under observation and the classical outside world where measuring devices are considered to reside. 我们要问的问题应改为：“测量装置处在宇宙中这种特殊的量子系统状态的概率是多少？”
- Bernoulli equation Was derived in quantum system in this a paper, further, it is explained that Bernoulli equation is correct not only for classical system but also for quantum system. 本文以量子体系为研究对象导出伯努利方程,从而说明了伯努利定理不仅适于经典体系,而且对量子体系仍然有效,具有普适性。
- 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。
- 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。
- Such as diversified quantum noises, especially, decoherence induced from coupling between the quantum system and environment, will spoil the coherence, entanglement of the quantum system will reduce. 比如在实际系统中，由于环境噪声等消相干的影响无处不在，量子系统的纠缠度却很难保持。
- 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]
