在重力场和磁场影响下自旋刚性航天器的周期运动

考虑重力场和磁场对轴对称航天器本体的影响，研究其质心在圆形轨道上的运动,通过降低系统的运动方程数，并将它变成为一个带电粒子在电磁场作用下的平面运动．确认系统运动是稳定的，并通过Liapunov全纯积分定理，构建其近似的周期运动.     

间接光度色谱法简介

间接光度色谱法(Indirect Photometric Chro-matography—IPC)一般指间接紫外光色谱法。这一方法是针对检测无吸收紫外光能力的常见离子如Na~ ,NH_4~ .K~ 等由Small等人在1982年首先提出并使用的.这一方法可以说是1975年Small等人提出的离子色谱法的又一大发展。 离子色谱法分为双柱法和单柱法。这两种方法     

峰峰煤田煤的岩相和物理化学性质鉴定

应用煤岩相方法并结合化学和工艺性质分析对峰峰煤田煤进行了比较系统的鉴定.本煤田系属于石炭-二叠纪,煤的变质程度沿走向由南向北加深.煤层宏观岩相以暗色和暗色层状煤为主,其微观煤岩成分则大部为镜煤.显微镜研究表明,煤层呈现暗色系由于其中存在许多细小夹石层以及煤岩成分受矿物质浸染之故.同时观察到,角质类物质含量有沿走向逐渐减少的趋势,说明其含量的多少是变质变化的结果,而不决定于原始物料.峰峰煤田煤的可选性一般较差,这和煤岩成分被细条与粒状矿物浸染有关,并且也和煤层中夹石层的多寡相适应.根据煤的工艺性质,峰峰煤田煤一般皆属于好的炼焦煤.     

高等数学主题情景教学模式探讨

数学教学的关键在于教学过程如何展开,它直接影响着学生对教学内容的理解与掌握,关系着教学质量的提高.高等数学由于其自身特点的原因,它的教学模式应当更密切地与数学主题情境、教学对象相联系着.应该更灵活、更具有专业特点.以这种指导思想进行教育模式设计,才能充分体现学生的主体性,激发学生的积极参与的热情,才能让学生的数学学习从被动接受知识变为积极主动地建构、探索,变学习零散的知识为经历较完善的认知结构的过程.基于此,本文探讨了高等数学主题情景教学模式,并给出实践实例.     

辅助方程构造(2+1)维Hybrid-Lattice系统和离散的mKdV方程的精确解

给出双曲函数型辅助方程和函数变换相结合的一种方法，借助符号计算系统Mathematica构造了(2+1)维Hybrid-Lattice系统和离散的mKdV方程新的精确孤波解和三角函数波解. 关键词： 辅助方程 函数变换 (2+1)维Hybrid-Lattice系统 mKdV方程')" href="#">离散的mKdV方程     

简谈空气中的声速与温度关系

讨论了驻波法测空气中声速的实验,分别用相位比较法和李萨如图法来确定超声波波长.在不同温度条件下测量了声速并与理论值进行比较,实验结果显示测量温度接近室温时实验值与理论值基本一致,测量温度与室温相差较大时实验值与理论值偏差较大.     

New exact solitary wave solutions to generalized mKdV equation and generalized Zakharov--Kuzentsov equation

In this paper, based on hyperbolic tanh-function method and homogeneous balance method, and auxiliary equation method, some new exact solitary solutions to the generalized mKdV equation and generalized Zakharov--Kuzentsov equation are constructed by the method of auxiliary equation with function transformation with aid of symbolic computation system Mathematica. The method is of important significance in seeking new exact solutions to the evolution equation with arbitrary nonlinear term.     

The impact of ATLAS and CMS single differential top-quark pair measurements at √s=8 TeV on CTEQ-TEA PDFs

By applying the Error PDF Updating Method,we analyze the impact of the absolute and normalized single differential cross-sections for top-quark pair production data from the ATLAS and CMS experiments at the Large Hadron Collider,at a center-of-mass energy of √s=8TeV,on the CT14HERA2 PDFs.We find that the top quark pair single differential distributions provide minor constraints on the CT14HERA2 gluon PDF when the nominal CT14HERA2 inclusive jet production data are included in the fit.Larger constraints on the gluon distribution are present when the jet data are removed(CT14HERA2mJ)and/or when increased weights are given to the top data in the CT14HERA2 fits.The weighted$t\bar t$data provide significant constraints on the CT14HERA2mJ gluon PDF,which are comparable to those obtained from inclusive jet production data.Furthermore,we examine the top quark mass sensitivity of the top-quark pair single differential distributions.     

New application to Riccati equation

<正>To seek new infinite sequence of exact solutions to nonlinear evolution equations,this paper gives the formula of nonlinear superposition of the solutions and Backlund transformation of Riccati equation.Based on the tanhfunction expansion method and homogenous balance method,new infinite sequence of exact solutions to Zakharov-Kuznetsov equation,Karamoto-Sivashinsky equation and the set of(2+l)-dimensional asymmetric Nizhnik-Novikov-Veselov equations are obtained with the aid of symbolic computation system Mathematica.The method is of significance to construct infinite sequence exact solutions to other nonlinear evolution equations.     

(n+1)维双Sine-Gordon方程的新精确解

给出包含第一种椭圆方程的三角函数型辅助方程及其解的叠加公式.在一般函数变换下,借助符号计算系统Mathematica,构造了(n+1)维双sine-Gordon方程新的Jacobi椭圆函数精确解.这些解包括了行波变换下的Jacobi椭圆函数精确解、精确孤立波解和三角函数解.