变系数非线性发展方程的G＇/G展开解

用近年来提出的（G＇/G）展开法首次尝试了对变系数非线性发展方程的求解,并以两类变系数非线性KdV方程为例,且成功得到了新的精确解.实践证明：（G＇/G）展开法不仅适用于常系数非线性发展方程,而且还很好地适用于变系数非线性方程,具有广泛的应用前景.     

100G稳居领先地位

市场过去对大规模WDN系统的偏爱现在转向了100G,2013年上半年40G网络的部署已经开始降温,100G获得了越来越多的认可,成为最主要的技术趋势。2013年第二季度,100G的销售额就已经超过了40G,Ovum预计2012～2018年间,100G都会稳居领先地位。     

（G′/G）-Expansion Method Equivalent to Extended Tanh Function Method

In a recent article [Physics Letters A 372 （2008） 417], Wang et al. proposed a method, which is called the （G′/G）-expansion method, to look for travelling wave solutions of nonlinear evolution equations. The travelling wave solutions involving parameters of the KdV equation, the mKdV equation, the variant Boussinesq equations, and the Hirota-Satsuma equations are obtained by using this method. They think the （G′/G）-expansion method is a new method and more travelling wave solutions of many nonlinear evolution equations can be obtained. In this paper, we will show that the （G′/G）-expansion method is equivalent to the extended tanh function method.     

10G/40G无载波幅度相位调制系统性能研究

无载波幅度相位调制(Carrierless Amplitude and Phase,CAP)是超高速短距离光通信系统中的一种备选的方案,由于其成本低、频谱效率高、功耗小等优点,近年来越来越受到研究人员的关注。基于MATLAB与VPI联合仿真,探究10G/40G速率CAP系统中关键参数对系统性能的影响,包括数字滤波器滚降系数、滤波器抽头数,通过仿真找出最优系统参数值,同时对时钟偏移带来的影响也做了研究,以期为以后设计短距离CAP光通信系统有所帮助。     

万有引力常量G的测量

介绍了测量万有引力常量G的意义、历史与现状.具体讨论测量万有引力常量G的几种方法,着重阐述周期法测G的基本原理及原子干涉法测G的新进展.     

Gödel Kink Spacetime

A 2+1 version of a rotating perfect fluid spacetime of Gödel type is examined to see whether it has a Finkelstein-Misner kink. It is shown, by three different methods, that the kink number is one.     

G50钢与G31钢动态力学性能的对比试验研究

采用拉伸、冲击、霍普金森杆压缩及所设计的爆轰加载试验方法,对比研究了G50钢与G31钢在准静态、动态及爆轰加载条件下的力学性能。试验结果表明:G50钢和G31钢在准静态、10^3 s^?1应变率下的动态力学性能相近;在爆轰加载条件下,G50钢和G31钢试样发生了近乎相同的破坏形态,说明在超高压及超高应变率条件下两种材料具有相近的屈服强度和抗拉强度。研究结果表明,G31钢与G50钢有相似的力学性能,在侵彻战斗部壳体方面可做进一步的应用尝试。     

引力常数G及其测量

引力相互作用是物理世界的四种1)基本相互作用之一.它的耦合常数为引力常数G.本文将介绍近年来有关G的理论和测量的进展. 一、G又被重视起来了 引力常数G是人类测量得最早的基本物理常数.远在1798年,卡文迪什已经用扭秤测出了引力常数G,并且用它估计过地球的质量.由于引力相互作用是四种基本相互作用中最弱的一种,G的精确测量是非常困难的.G又没有什么用处[1],使得以后G的测量研究长期陷于停顿的状态.直到1969年,G的测量精度还几乎停留在卡文迪什的水平,只有三位有效数.有人分析甚至不超过1/500[2]. 近年来随着广义相对论理论研究的进展…     

Exact solutions of nonlinear fractional differential equations by （G＇/G）-expansion method

In this paper,we use the fractional complex transform and the(G'/G)-expansion method to study the nonlinear fractional differential equations and find the exact solutions.The fractional complex transform is proposed to convert a partial fractional differential equation with Jumarie’s modified Riemann–Liouville derivative into its ordinary differential equation.It is shown that the considered transform and method are very efficient and powerful in solving wide classes of nonlinear fractional order equations.     

用G e o G e b r a呈现理想气体状态方程的三维图景

通过G e o G e b r a软件绘制了理想气体状态方程的三维立体图, 并在三维图中分析了教学中常见的等温 线、 等压线、 等容线, 为理想气体状态方程提供了另一种教学视角     

Generalized and Improved （G＇/G）-Expansion Method Combined with Jacobi Elliptic Equation

In this article, we propose an alternative approach of the generalized and improved （G＇/G）-expansion method and build some new exact traveling wave solutions of three nonlinear evolution equations, namely the Boiti- Leon-Pempinelle equation, the Pochhammer-Chree equations and the Painleve integrable Burgers equation with free parameters. When the free parameters receive particular values, solitary wave solutions are constructed from the traveling waves. We use the Jacob/elliptic equation as an auxiliary equation in place of the second order linear equation. It is established that the proposed algorithm offers a further influential mathematical tool for constructing exact solutions of nonlinear evolution equations.     

万有引力常数G精确测量实验进展

万有引力常数G是人类历史上引入的第一个基本物理学常数,其在理论物理、天体物理和地球物理等许多领域中扮演着重要角色.两百多年来,人们共测量出了200多个G值,但G的测量精度仍然是所有物理学常数中最差的,这一现象反映了测G工作本身的复杂性和困难性.本文简要概述了G值测量的意义和测G的历史,并结合自2010年以来国际上新出现的三个高精度测G实验介绍这一领域的研究进展,以及华中科技大学引力实验中心测G工作的最新动态.     

用原子束干涉法测定引力常量G

引力常量G是一个重要的普适常量，自从1798年英国物理学家卡文迪什（H．Cavendish）用扭秤第一次精确地测定了G以来，200年间，很多实验工作者对G进行测量所用的方法大体上都是在扭秤法基础上的改进，测量精度几乎仍停留在三位有效数字．     

Geodesics in Gödel-type space-times

We investigate the geodesic curves of the homogeneous Gödel-type space-times, which constitute a two-parameter (l and ) class of solutions presented to several theories of gravitation (general relativity, Einstein-Cartan and higher derivative). To this end, we first examine the qualitative properties of those curves by means of the introduction of an effective potential and then accomplish the analytical integration of the equations of motion. We show that some of the qualitative features of the free motion in GSdel's universe (l ²=2²) are preserved in all space-times, namely: (a) the projections of the geodesics onto the 2-surface (r, ) are simple closed curves (with some exceptions forl ²4²), and (b) the geodesies for which the ratio of azimuthal angular momentum to total energy,, is equal to zero always cross the originr=0. However, two new cases appear: (i) radially unbounded geodesies with assuming any (real) value, which may occur only for the causal space-times (l ²4²), and (ii) geodesies with bounded both below and above, which always occur for the circular family (l ²<0) of space-times.     

4G发牌有望开辟蓝海

正毫无疑问,4G是第一个蓝海市场。在国内,4G的诱惑让收入下滑的光纤厂商在2013年仍抱有希望。4G基站的建设、射频与基站的连接、基站之间的互联,都对光纤产生了大量的需求,而且4G所采用的接入频段比2G、3G更高,基站覆盖半径减小,必然需要更多的基站,光纤需求量相比3G建设可能更大。随着4G牌照将在年内发放,预计2014年中国将迎来4G建设的高潮,中国移动首批20.7万个4G基站的建设将给光纤产业带来大量商机,最近甚至爆     

The Günther Laukien Prize

The Günther Laukien Prize, established in 1999, intends to recognize recent cutting-edge experimental NMR research with a high probability of enabling beneficial new applications. It is awarded yearly at the Experimental NMR Conference (ENC).     

抑制剂G4G与HIV-1蛋白酶作用模式的结合自由能计算研究

本文采用分子动力学模拟和结合自由能计算研究了抑制剂G4G与HIV-1蛋白酶的作用机制。研究结果表明范德华作用主导了抑制剂G4G与HIV-1蛋白酶的结合。基于残基的自由能计算表明残基Gly49、Ile50、Val82、Ile84、Gly27′、Ala28′、Ile50′和Ile84′与G4G产生了较强的相互作用,同时研究也表明CH-π,CH-O相互作用和氢键是其主要的作用形式。该研究能为以HIV-1蛋白酶为靶标的抗艾滋病药物设计提供理论上的指导。