Excitation Energy and Frequency of Transition Spectral Line of Electron in an Asymmetry Quantum Dot A New Spectrum Sensing Method of Cyclic Spectrum Statistics 非对称量子点中电子的激发能量和跃迁谱线频率一种新的循环谱统计量频谱感知算法
The properties of quantum statistics in superposed squeezed coherent state are studied and the relation between antibunching effect and superposed coefficient is obtained. 研究了叠加压缩相干态的量子统计性质,给出了压缩和反聚束效应与叠加系数之间的关系。
Atomic Quantum Properties and Field Statistics in the Two-photon J-C Model with Intensity-dependent Coupling 与强度有关的双光子J-C模型中原子和光场的量子特性
The effects of atomic motion and field mode structure on quantum statistics properties of the field in the Jaynes-Cummings model are investigated. 研究了J-C模型中原子运动和模场结构对模场量子统计性质的影响。
A convenient Way in Solving The irreversible Processes of quantum statistics in open quantum system 量子开放体系中推广拉氏变换切断近似求解的一个简便途径
The theory of linear transport coefficients in quantum statistics 量子统计中的线性输运系数理论
Using the method of quantum statistics, the authors derive the partition function of bosonic and fermionic field in various co-ordinates and obtain the integral expression of the entropy of black hole. 避开求解各种粒子波动方程的困难,直接应用量子统计的方法,计算各种坐标描述的黑洞背景下玻色场与费米场的配分函数,得到黑洞熵的积分表达式。
The partition functions of bosons and fermions fields in static spherically symmetric black holes are directly calculated in this paper by using the method of quantum statistics. 避开求解波动方程的困难,利用量子统计的方法,直接计算球对称静态黑洞背景下玻色场(电磁场和引力场)和费米场(中微子场和标量场)的配分函数。
From Quantum Theory to Bose-Einstein Statistics 从量子论到玻色-爱因斯坦统计
Using the method of quantum statistics, derived the famous Plank Formula from the two basic models which are the harmonic oscillator and the photon gas; 运用量子统计的方法,分别从谐振子模型和光子气体模型这两种基本模型,推导了黑体辐射能谱公式,即著名的普朗克公式;
This thesis reports an analytic study on the giant-magnetoresistance of multi-layer sandwich structure and spin-valve structure by using Green function quantum statistics approach and nonlinear Kubo formula that was derived by sub-dynamics theory. 本论文报导使用量子统计格林函数方法以及由子动力学理论推出的非线性响应理论对多层膜三明治结构和自旋阀结构的巨磁电阻效应的解析研究。
Even and odd generalized qs-coherent states of non-harmonic oscillator and their quantum statistics properties qs变形非简谐振子奇偶广义相干态及其量子统计特性
On Bothe Einstein cohesion The Precursor for Quantum Statistics& S.N.Bose 浅谈玻色爱因斯坦凝聚量子统计学的先驱玻色
From the viewpoint of the wave function and the energy level, the article compares the quantum statistics theory with the energy band theory to draw the law of the electron common movement. 本文从波函数与能级的观点出发,将量子统计理论的描述方法与能带理论的描述方法作一比较,进而导出电子共有化运动的规律。
Classical approximation and the quantum statistics corrections of the φ φ~4-链的经典近似及量子统计修正
Application of quantum statistics to the energy spectrum of turbulence 试用量子统计方法求湍流能谱分布式
By using the method of quantum statistics, we directly derive the partition functions of bosonic and Fermi field in black hole. We also avoid the difficult to solve the wave equation. 该文避开求解黑洞背景下波动方程的困难,应用量子统计方法,直接求解黑洞背景下Bose场和Fermi场的配分函数。
Relativity Quantum Statistics of Perfect Gas in the High Temperature Condition 高温条件下理想气体的相对论量子态
The Precursor for Quantum Statistics& S.N.Bose 量子统计学的先驱&玻色
Bose-Einstein condensation ( BEC) is one of the most important results in quantum statistics. It is also the theoretical basis of many macroscopic quantum phenomena, such as superconductivity and superfluidity. 玻色&爱因斯坦凝聚(BEC)是量子统计学中最重要的结论之一,是超导,超流等宏观量子现象的理论基础。
A New Variational Approximation and The Quantum Statistics Corrections of The φ 4-Chain 关于φ~4-链的一种新的变分近似及量子统计修正
There are three main non-classical features for quantum field, i.e.photon anti-bunching effect, sub-Poissonian statistics distribution, and squeezing effects. 量子光场主要存在三种非经典效应:光子反聚束、亚泊松分布和压缩效应。
By using Bose quantum statistics, it discusses the role of phonon wave in the mineral crystalization in detail and obtains the kinetic mathematical model of the crystal growth. 采用Bose量子统计方法,对矿物结晶过程中声子波浪的作用进行了详细讨论,得到了晶体生长的动力学数学模型,并指出外界能源的供给对晶体生长和构型有着重要的影响。
The quantum statistics of three-transition in the laser 激光三跃迁的量子统计
In the third chapter, we first introduce several basic quantum effects in TFET. And then, the impact of quantum statistics and quantum confinement effects on the characteristics and reliability of TFET is studied and compared with traditional MOSFET characteristics. 第三章首先讨论了TFET中存在的几种基本量子效应,然后研究了量子统计和量子限制效应对TFET的特性和可靠性的影响,并和传统MOSFET的特性作了比较。
And QHE has been a hotspot for both theoretical and experimental researches since the early of 1980s. Today, the theory of anyons has been widely used to describe the low-dimensional quantum systems with fractional statistics. 如今,任意子和分数统计理论已被广泛地用以描述具有分数统计的低维量子系统。
Based on the method of particle-number-resolved quantum master equation, the full counting statistics of the electrons through side-coupled double quantum dots system is investigated. 本文基于粒子数分辨的量子主方程,研究了电子通过边耦合T型双量子点系统的全计数统计。
It has also stimulated the research on some fully quantum phenomena such as collapses-revivals of atomic inversion, sub-poisson statistics and the squeezing of light. 一系列纯量子效应如原子的崩塌和回复、亚泊松统计和压缩光等成为科学家们研究的热点。
With the tunneling coupling strength between the dots being strong, the impact of quantum coherence effect on electronic full-counting statistics becomes weak gradually. 当点间隧穿耦合强度较强时,随着其强度的增强,量子相干效应对电子全计数统计的影响逐渐减弱,即约化密度矩阵的对角元将起主要作用,此时没有观察到超泊松噪声。
Firstly, we analyze the effect of the quantum coherence on the full counting statistics of the electrons through the system. 首先,分析了量子相干性对系统全计数统计的影响。