统计物理学

本文首先利用统计物理学方法分析研究DNA序列的统计属性，即从DNA序列层次上分析研究DNA。

The article first study correlation of DNA sequences using methods of statistical physics , it namely study DNA on the gene sequences level .

该文使用统计物理学中概率流体理论来考察现有两相湍流PDF模型，发现各种PDF模型仅是概率流体相空间降维过程中的不同阶段的PDF输运方程。

Two-phase flow PDF models are discussed using statistical physics theory ; the different PDF models can be regarded as different PDF transport equations of different dimension of the state vector .

采用统计物理学方法，在Flory-Huggins高分子溶液理论中引入Gibbs分布，从而合理描述了高分子内聚能的温度依赖性。

Recently , our group introduced Gibbs distribution into Flory & Huggins polymer solution theory . It reasonably describes the polymer cohesion energy .

Ising模型是近代统计物理学中研究相变问题的具有代表性的简单模型，对于Ising模型扩展形式的解以及它的应用范围，一直是人们关注的课题。

Ising model is a representative model for the studies of phase transition . Great emphasis has been given to the solution of extended Ising model and its application .

MCMC方法在统计物理学中最早发现并取得迅速发展，随后又被广泛用于研究解决其他领域存在的问题，而且在不同的研究领域中，MCMC方法侧重的研究方向不一致。

MCMC methods in statistical physics first discovered and achieved rapid development , has also been widely used in other areas , not just different areas of research focus .

论文第二部分从气体导电理论和统计物理学角度出发，结合实验结果研究了MRPC的微观物理机制，得出了结论；

According to the theory of Gas Conduction and Statistical Physics , the second section of this paper has researched into the micro-mechanism of MRPC and reached conclusion .

非平衡态统计物理学在地震成因分析中的应用&局域模型的建立

Application of non-equilibrium statistical physics in analysis of cause of earthquake

热力学两个常用方程在统计物理学中的证明

The Proof of Two Commonly Used Thermodynamics Equations in Statistical Physics

《热力学·统计物理学》教学大纲的编写

Compiling of the Teaching Outline for Thermodynamics and Statistical Physics

统计物理学在地震预报中的应用

Application of Statistical Physics to Earthquake Prediction

运用非平衡态统计物理学方法建立了辐照金属氦脆断裂的统计理论。

Nonequilibrium statistical theory is used to establish the statistical theory for helium embrittlement of irradiated metals .

统计物理学是研究多体系统相互作用的宏观结果及其内部原因的。

Statistical physics is the subject that studies the results and fundamental principles of interactions of multi-bodies .

从统计物理学看复杂网络研究

Complex networks in statistical physics

使用1个新的非扩展能量模型研究统计物理学中的系综等效性问题。

A new non-extensive energy model derived from describing rumor is provided and used to study the equivalence of ensembles .

介绍了《热力学、统计物理学》教学大纲编写的指导思想、编写原则、大纲内容和大纲的特点。

The compiling ideas and principles , the contents and characters of the teaching outline for thermodynamics and statistical physics are induced .

研究分子马达对生物电工学、纳米科学、生物医学工程以及统计物理学有重要的意义。

The research on the molecular motor is significant to the biology , nano-science , the biology medicine engineering and the statistical physics .

从统计物理学来看，网络是一个包含了大量个体及个体之间相互作用的系统。

From the point view of Statistical Physics , Networks are general many-body systems including all kinds of relations on physical and non-physical interactions .

本论文运用图论、统计物理学以及计算机模拟等方法，从复杂网络的拓扑生存性和数据传输这两个方面进行了相关的分析与研究。

The thesis studies the topology survivability of complex networks and transmission of complex networks using methods of graph theory , statistical physics and computer simulation .

简要介绍了摘概念在热力学、统计物理学、生物学、信息论、耗散结构理论等方面的发展及其历史意义。

The concept entropy is introduced according to the development in energetics , Statistical physics , biology , informatics and dissipation Structure theory and the related historical significance .

磁自旋模型的相变问题研究是凝聚态物理学和统计物理学研究中一个非常重要的领域。

The phase transition and critical phenomena study of ferromagnetic systems has always been a very important part in the field of condensed matter physics and statistical physics .

在过去的几十年里，随机动力学理论取得了惊人的进步，已经发展成为统计物理学中一个生机勃勃的分支，随机方法在唯象模型和统计力学之间构建起了一座桥梁。

Over the last decades , amazing progress has been made in the study of stochastic dynamics , that has developed into a vigorous branch in statistical physics .

首先，借助于统计物理学分析，结合数学建模方法，建立了一个简单实用的压电陶瓷的迟滞数学模型。

Firstly , by means of statistic physical analysis , a simple and practical mathematic formula describing the hysteresis of a piezoelectric actuator built by a mathematic modeling method .

定义了宽平稳量子随机过程的概念，获得了其谱分解定理.辅以统计物理学中的实例为基础。

In this paper we introduced the concept of " wider stationary quantum stochastic proces-ses ", obtained its spectrum decomposition theorem , based over an example in statistical mechanics .

本文利用非平衡态统计物理学方法，探讨了含有时滞效应的二室模型中药物浓度动力学行为。

In this paper , the method of non-equilibrium dynamics is applied to the investigation of the kinetic behaviour of the drug density in the two-compartment model with time lag effect .

当介电常数仅是密度的函数时，得到了密度涨落引起散射光波长λ与θ的关系，并利用统计物理学理论解释了实验结果。

In the constant of medium only is function of density , can obtain the relation of λ and θ, and experimental result was explain with the theory of statistical physics .

在《热力学与统计物理学》教学中，大多数教师往往忽略了对宏观态与微观态进行深入的分析，致使学生一开始学习该课程就感到困难。

In teaching Thermodynamics and Statistical Physics , most of teachers usually neglect to analyse thoroughly its macroscopic and microcosmic state , causing the students to feel difficult at start of study .

本文从生活中的金融现象说起，提出了统计物理学和随机数学是解决金融市场复杂性的有力工具的观点。

In this paper , we begin with financial phenomena and the opinion of using tools of statistical physics and stochastic maths is put forward to settle the complicated questions in financial markets .

论文结合了神经科学与统计物理学的新进展，所提出的相同步机制更接近现实中的复杂适应性系统。

Combined with the new research progresses in the fields of neuroscience and statistical physics , the proposed adaptive phase coupling scheme is more close to the complex adaptive systems in real world .

本着这种想法，作者根据廿世纪七十年代发展起来的非平衡态统计物理学的理论基础，试图从局域模型出发探讨地震成因。

In view of the train of thought , the author tried to discuss the cause by using " localizability " model , based on the theory on non-equilibrium statistical physics developed in the 1970s .

从神经生物学到统计物理学，从工程技术到经济社会等各种领域，关于复杂网络的研究最基本的议题都离不开结构。

The structure is always inevitably one of the most basic issues in the study of complex networks among a large variety of research areas , whether from neurobiology to statistical physics , or from engineering to economics and sociology .