碗扣式多功能脚手架CO2气体保护自动焊机

采用CO2气体保护焊工艺研制了碗扣式多功能脚手架CO2气体保护自动焊接设备，在零部件尺寸不规范的条件下，利用电、气动机构实现多个工件的同时准确自动装卡及自动焊接，焊缝成形好，质量稳定，提高了生产效率，节约了能源及4／5的劳动力。     

电子地雷

糖尿病患者经常会出现感觉神经功能障碍。但一项新的研究发现，一种利用近红外光线的新型装置能显著改善糖尿病患者的感觉神经功能障碍。不过，治疗价值仅限于感觉功能并未受到严重损伤的患者。     

Bernoulli方程的演示设计

Bernoulli方程是流体力学的一个基本方程。本将介绍几种简单、有趣而又十分有效的Bernoulli方程演示设计。     

Experimental Observables on Nuclear Liquid Gas Phase Transition

Progress on nuclear liquid gas phase transition （LGPT） or critical behavior has been simply reviewed and some signals of LGPT in heavy ion collisions, especially in NIMROD data, are focused. These signals include the power-law charge distribution, the largest fluctuation of the fragment observables, the nuclear Zipf law, caloric curve and critical exponent analysis etc.     

纳米尺寸的ZnO晶体高压相变的拉曼散射研究(英文)

Weperformedthehigh-pressureRaman measurementofthethreenanosizedZnOcrystals. Wefoundthesmallerthesize,thehigherthe pressuretoinducethephasetransitionfrom w櫣rzitetorock-saltstructure. High-pressureRamanmeasurementsof nona-shapedZnOcrystalswerepreformed.The…     

Functional Integral Approach to the Transition Temperature of Attractive Interacting Bose Gas in Traps

The functional integral approach (FIA) is introduced to study the transition temperature of an imperfect Bose gas in traps. An interacting model in quantum statistical mechanics is presented. With the model we study a Bose gas with attractive interaction trapped in an external potential, We obtain the result that the transition temperature of a trapped Bose gas will slightly shift upwards owing to the attractive interacting force. Successful application of the FIA to Bose systems is demonstrated.     

利用"对比法"判断气体状态参量的变化趋势

理想气体的温度、体积和压强三个状态参量之间的关系由气体状态方程pV/T=恒量决定。当气体状态发生变化时，判断某一个参量的变化趋势是一个比较复杂的问题。如图1，为p—T图中的状态变化曲线，状态由A变化到B，判断体积的变化趋势。     

汽车尾气治理技术简介

随着世界各国经济的发展，人民生活水平的提高，作为现代交通工具的汽车数量迅速增加，由于燃油汽车在行驶中排放了大量有害气体，对人类生存环境造成了严重污染，因而已引起全球范围的极大关注。     

“神出鬼没”的星系中心的棒状结构

 包括我们银河系在内的许多星系,它们的中心核球都显示有棒状结构,这种结构大多是由黄色演化着的恒星组成。棒的长短不一,有长达3万光年的。一种理论认为,棒的形成来源于星系中心区域的不稳定性,该区域核球内恒星运行的轨道之形状被重新改变,使之成为稳定的长条状。     

Langevin Simulation of Non-Uniform Granular Gases

We present and study a fractal model of a non-uniform granular system for the first time, based on which wenumerically solve the dynamics actions in the system successfully in one-dimensional case. The multi-mixture is composed of N different particles, whose granularity distribution has the fractal characteristic. The particles are subject to inelastic mutual collisions and obey to Langevin equation between collisions. Far from the equilibrium,i.e. the given typical relaxation time τ of the driving Brownian process is much larger than the mean collision time τc, the results of simulation indicate that the degree of inhomogeneity in the granularity distribution signed by the fractal dimension D of size distribution has great influence on the dynamics actions of the system. The velocity distribution deviates obviously from the Gaussian distribution and the particles cluster more pronouncedly with the larger value of D in the system. The velocity distribution and spatial clnsterization change with D are presented.