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高能量密度爆炸与化学爆炸的物理特征及爆炸次生洪水波效应探讨 被引量:1
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作者 周丰峻 《中国工程科学》 2000年第12期45-51,共7页
文章根据高能量密度爆炸的辐射流体动力学计算与TNT装药爆炸计算的结果 ,对二类爆炸波系的形成发展 ,爆炸近区、远区的物理特征和爆炸作用物理模拟问题进行了研究 ,得出了对防护工程比较重要的几点结论。同时对于同两类爆炸引起的次生... 文章根据高能量密度爆炸的辐射流体动力学计算与TNT装药爆炸计算的结果 ,对二类爆炸波系的形成发展 ,爆炸近区、远区的物理特征和爆炸作用物理模拟问题进行了研究 ,得出了对防护工程比较重要的几点结论。同时对于同两类爆炸引起的次生洪水波灾害进行了探讨 ,阐明了系统开展洪水波防护研究的重要意义。 展开更多
关键词 高能量密度爆炸 化学爆炸 冲击波 次生洪水波 洪水波灾害 防护 辐射流体动力学
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用机械合金化方法制取非晶态Cu-Ti合金
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作者 黄泽培 邱光汉 黄源振 《粉末冶金技术》 CAS CSCD 北大核心 1992年第2期99-102,共4页
研究了用机械合金化方法制取非晶态Cu-Ti合金的工艺过程。X射线衍射及差示热分析结果表明,用机械合金化的方法,能获得非晶态Cu-Ti合金粉末;用爆炸密实的方法,能将非晶态Cu-Ti合金粉末制成块状非晶态合金。
关键词 机械合金化 爆炸密度 Cu-Ti合金
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Numerical Simulation of Underwater Explosion Loads
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作者 辛春亮 徐更光 刘科种 《Transactions of Tianjin University》 EI CAS 2008年第B10期519-522,共4页
Numerical simulation of TNT underwater explosion was carried out with AUTODYN soft-ware. Influences of artificial viscosity and mesh density on simulation results were discussed. Deto-nation waves in explosive and sho... Numerical simulation of TNT underwater explosion was carried out with AUTODYN soft-ware. Influences of artificial viscosity and mesh density on simulation results were discussed. Deto-nation waves in explosive and shock wave in water during early time of explosion are high frequency waves. Fine meshes (less than 1 mm) in explosive and water nearby, and small linear viscosity co-efficients and quadratic viscosity coefficients (0.02 and 0.1 respectively, 1/10 of default values) are needed in numerical simulation model. According to these rules, numerical computing pressure profiles can match well with those calculated by Zamyshlyayev empirical formula. Otherwise peak pressure would be smeared off and upstream relative errors would be cumulated downstream to make downstream peak pressure lower. 展开更多
关键词 TNT underwater explosion AUTODYN software artificial viscosity mesh density
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Inhibiting effect of Al(OH)_3 and Mg(OH)_2 dust on the explosions of methane-air mixtures in closed vessel 被引量:4
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作者 WANG QiuHong WEN Hu +1 位作者 WANG QingSong SUN JinHua 《Science China(Technological Sciences)》 SCIE EI CAS 2012年第5期1371-1375,共5页
The inhibiting effect of AI(OH)3 and Mg(OH)2 dust on explosion of methane-air mixtures was investigated by means of explosion parameter tests in a 20-liter closed vessel. The influences of varying methane concentr... The inhibiting effect of AI(OH)3 and Mg(OH)2 dust on explosion of methane-air mixtures was investigated by means of explosion parameter tests in a 20-liter closed vessel. The influences of varying methane concentration and dust concentration on explosion parameters were characterized based on the experimental data to determine the maximum explosion pressure, maximum rate of pressure rise, lower explosion limits and upper explosion limits. The inhibiting mechanisms of these kinds of dust were analyzed as well. The investigations indicate that AI(OH)3 and Mg(OH)2 dust can be used as inhibitors to prevent meth- ane explosion, however, their inhibiting effects are less than those of inert gas such as N2 and CO2 in that their dust can weaken the methane explosion but cannot totally eliminate it. The tests show that all of the explosion parameters with dust additives are strongly dependent on methane/air ratio and dust concentration, and AI(OH)3 dust has better performance than Mg(OH)2 dust in inhibiting methane explosion. The average percentage decreases of maximum explosion pressure and maximum rate of pressure rise with AI(OH)3 dust are 11.08% and 66.15%, respectively. Experiments also showed that there is a special phe- nomenon when methane explosion is inhibited by AI(OH)3 and Mg(OH)2 dust, in which is that during the process of explosion the maximum explosion pressure value first decreases then increases as dust concentration increases. The best dust concentrations to inhibit the explosion are 250 g/m3 with methane/air ratio at 9.5%, and 200 g/m3 with methane/air ratio at 7%. It is suggested that water vapor produced by the thermal decomposition of metal hydroxides makes the particles of descending dust combine, resulting in a decrease of the real dust concentration in the vessel. Water vapor also is the major cause of another phenomenon that the LEL curve and the UEL curve never meet with the increase of gas concentration. 展开更多
关键词 explosion inhibition explosion pressure explosion limits DUST metal hydroxides
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Matter Effects on Neutrino Oscillations in Different Supernova Models
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作者 徐晶 胡立军 +2 位作者 李瑞成 郭新恒 杨炳麟 《Communications in Theoretical Physics》 SCIE CAS CSCD 2016年第4期506-516,共11页
In recent years,with the development of simulations about supernova explosion,we have a better understanding about the density profiles and the shock waves in supernovae than before.There might be a reverse shock wave... In recent years,with the development of simulations about supernova explosion,we have a better understanding about the density profiles and the shock waves in supernovae than before.There might be a reverse shock wave,another sudden change of density except the forward shock wave,or even no shock wave,emerging in the supernova.Instead of using the expression of the crossing probability at the high resonance,PH,we have studied the matter effects on neutrino oscillations in different supernova models.In detail,we have calculated the survival probability of νe(P_s)and the conversion probability of ν_x(P_c) in the Schrodinger equation within a simplified two-flavor framework for a certain case,in which the neutrino transfers through the supernova matter from an initial flavor eigenstate located at the core of the supernova.Our calculations was based on the data of density in three different supernova models obtained from simulations.In our work,we do not steepen the density gradient around the border of the shock wave,which differs to what was done in most of the other simulations.It is found that the mass and the density distribution of the supernova do make a difference on the behavior of P_s and P_c.With the results of P_s and P_c,we can estimate the number of νe(and ν_x) remained in the beam after they go through the matter in the supernova. 展开更多
关键词 neutrino oscillations matter effects shock wave effects supernova models
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