共查询到20条相似文献,搜索用时 93 毫秒
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对经典一维受迫谐振子量子化,求解量子化后体系的时间演化算符.应用相空间准概率分布函数,研究了体系的量子特性.研究结果表明,初始为真空态,经过时间演化,系统波函数是一个二维高斯波包;波包中心的振幅和相位受到作用力的调制,成为调幅、调相波,波包中心的运动与经典受迫谐振子的运动形式相同. 相似文献
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在薛定谔绘景中,运用李代数方法,给出谐振子湮灭算符和产生算符的含时么正线性变换公式,结合含时量子系统的演化方程,得到含时受迫谐振子传播子的精确表达式。 相似文献
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运用全量子理论研究两个二能级原子(双原子)与一个单模辐射场相互作用的耦合系统,给出了双原子JC模型时间演化算符的矩阵形式精确解以及该系统基本动力学公式,研究了双原子Jaynes-Cummings模型中光子的量子统计特征,发现了一些新颖现象。 相似文献
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为了构建高生存性的量子信令网, 基于保真度概念, 提出量子信道生存函数和信令网生存性的概念. 分析光纤和自由空间生存系数, 计算三种消相干机理下有噪量子信道保真度, 给出生存函数测试模型. 仿真分析表明, 通过降低量子态跃迁率, 控制光纤衰减损耗和大气衰减系数, 减小量子态演化时间, 设置量子中继, 可以建立高生存性量子信道, 为量子纠缠信令网标准的制定提供理论基础.
关键词:
量子通信
量子信令网
保真度
生存函数 相似文献
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We present the lowest order quantum correction to the semiclassical Boltzmann distribution function, and the equation satisfied
by this correction is given. Our equation for the quantum correction is obtained from the conventional quantum Boltzmann equation
by explicitly expressing the Planck constant in the gradient approximation, and the quantum Wigner distribution function is
expanded in powers of Planck constant, too. The negative quantum correlation in the Wigner distribution function which is
just the quantum correction terms is naturally singled out, thus obviating the need for the Husimi’s coarse grain averaging
that is usually done to remove the negative quantum part of the Wigner distribution function. We also discuss the classical
limit of quantum thermodynamic entropy in the above framework.
Supported by the National Natural Science Foundation of China (Grant No. 10404037) and the Scientific Research Fund of GUCAS
(Grant No. 055101BM03) 相似文献
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用计算一维势阱波函数的方法简化了圆柱形量子线波函数的计算, 得出了量子线中电子的能态、 能级图和波函数。 在确定温度条件下, 讨论了量子线的线宽与它的光谱蓝移、 能级分离或兼并以及电子能态的关系。The wave function of column quantum wires has been calculated with the means of calculation for the quantum wave function in one dimensional potential well. The energy state, energy level diagram and wave function of column quantum wire have gained. Under assured temperature, the relations of column quantum wire diameter to its spectrum blue shift, separation or annexation of energy level, and electrons energy state have been discussed. 相似文献
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In this work, ionization potentials and quantum effects of 1s2np2P Rydberg states of lithium are calculated based on the calibrated quantum defect function. Energy levels and quantum
defects for 1s2np2P bound states and their adjacent continuum states are calculated with the R-matrix
theory, and then the quantum defect function of the
1s2np (n≥7) channel is obtained, which varies smoothly with the energy based on the quantum defect theory. The accurate quantum defect of the
1s27p2P state
derived from the experimental data is used to calibrate the original
quantum defect function. The new function is used to calculate
ionization potentials and quantum effects of 1s2np2P
(n≥7) Rydberg states. Present calculations are in agreement with recent experimental data in whole. 相似文献
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李宗诚 《原子与分子物理学报》2008,25(4):977-983
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。在此基础上,从量子系统为形成并维持有序化的低熵态而由环境提供可转化为物质的能量流或熵流方面考虑量子系统的消耗,建立量子消耗函数;从量子系统经过非平衡相变而由无序化的高熵态转入有序化的低熵态方面考虑量子系统的补偿,建立量子补偿函数;进而在量子消耗和量子补偿之间取剩余,形成量子组织增益量。量子系统总是在一定的消耗下力图达到最大的组织增益,可将这一目标状态看作量子组织均衡(或量子组织平衡)。 相似文献
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We show that quantum correlations as quantified by quantum discord can characterize quantum phase transitions by exhibiting nontrivial long-range decay as a function of distance in spin systems. This is rather different from the behavior of pairwise entanglement, which is typically short-ranged even in critical systems. In particular, we find a clear change in the decay rate of quantum discord as the system crosses a quantum critical point. We illustrate this phenomenon for first-order, second-order, and infinite-order quantum phase transitions, indicating that pairwise quantum discord is an appealing quantum correlation function for condensed matter systems. 相似文献
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量子相干性是量子信息处理的基本要素,在量子计算中扮演着重要的角色.为了便于讨论量子相干性在量子计算中的作用,本文从离散Wigner函数角度对量子相干性进行了探讨.首先对奇素数维量子系统的离散Wigner函数进行了分析,分离出表征相干性的部分,提出了一种可能的基于离散Wigner函数的量子相干性度量方法,并对其进行了量子相干性度量规范的分析;同时也比较了该度量与l_1范数相干性度量之间的关系.重要的是,这种度量方法能够明确给出量子相干性程度与衡量量子态量子计算加速能力的负性和之间不等式关系,由此可以解析地解释量子相干性仅是量子计算加速的必要条件. 相似文献
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众所周知,量子态的演化可用与其相应的Wigner函数演化来代替.因为量子态的Wigner函数和量子态的密度矩阵一样,都包含了概率分布和相位等信息,因此对量子态的Wigner函数进行研究,可以更加快速有效地获取量子态在演化过程的重要信息.本文从经典扩散方程出发,利用密度算符的P表示,导出了量子态密度算符的扩散方程.进一步通过引入量子算符的Weyl编序记号,给出了其对应的Weyl量子化方案.另外,借助于密度算符的另一相空间表示-Wigner函数,建立了Wigner算符在扩散通道中演化方程,并给出了其Wigner算符解的形式.本文推导出了Wigner算符在量子扩散通道中的演化规律,即演化过程中任意时刻Wigner算符的形式.在此结论的基础上,讨论了相干态经过量子扩散通道的演化情况. 相似文献
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U. Aeberhard 《Optical and Quantum Electronics》2012,44(3-5):133-140
We introduce a quantum dot orbital tight-binding non-equilibrium Green’s function approach for the simulation of novel solar cell devices where both absorption and conduction are mediated by quantum dot states. By the use of basis states localized on the quantum dots, the computational real space mesh of the Green’s function is coarse-grained from atomic resolution to the quantum dot spacing, which enables the simulation of extended devices consisting of many quantum dot layers. 相似文献