排序方式: 共有11条查询结果,搜索用时 15 毫秒
1.
子弹药抛撒散布均匀性评价是子母弹研究及工程应用中的一项重要内容。现有评价方法主要基于X2检验法,存在着检验结果对分组区间的划分敏感以及要求样本数量足够大等缺点。前者使评价结果的可信度降低,后者使其应用范围受到限制。本文在核估计的基础上,提出一种改进的X2检验法——核估计X2检验法。利用该方法对某导弹子母战斗部的子弹药抛撒散布均匀性进行评价,并与现有评价方法作对比。结果表明,该方法能克服现有评价方法的不足,且能精细地反映子弹药散布情况。 相似文献
2.
本文建立了射流起爆工业炸药的简化模型。通过理论计算与实验结果的对比,证明该模型是正确的,可用于描述射流起爆炸药的爆轰波传播过程。 相似文献
3.
4.
5.
GLMAV巡飞弹是一种新概念微型飞行器,对于远程侦察危险或受限环境区域具有重要意义。根据已掌握的相关资料,对GLMAV的核心部件、作战过程以及研发中的难点问题进行了介绍。 相似文献
6.
7.
HOU Jun-liang 《北京理工大学学报(英文版)》2013,(4)
Deformation of parabolic shell surface under explosion shock waves is a complex dynamicproblem. Because of reflection and interference of blast wave,it’s hard to analytically delineate thedynamic responds of radar parabolic shell surface on blast wave. To gain the characteristics of thinshell deformation under impulsive loading of blast wave,numerical simulation methods for blast loadon the shell structure was studied and analyzed. Euler-Lagrange numerical simulation was implemented by AUTODYN code to simulate the problem. Through analysis on deflection feature of radial position under different explosive mass and detonation height,an equation was founded by fitting thedeflection results from numerical simulation results of shockwave loading. Experiments were arranged to confirm the validity of the formula. The results gained by simulation are consistent withexperiments,and the formula can be used to delineate the deflection of aluminum alloy parabolicshell under blast loading. 相似文献
8.
提出了一种基于Hopfield神经网络的面目标特征识别方法。介绍了网络结构、学习算法,编制了相应的计算程序,用该程序对6种不同模拟目标的样本数据进行识别,均被正确识别。结果初步表明,利用Hopfield神经网络进行面目标特征识别是基本可行的。 相似文献
9.
本文介绍了在 FoxPro 2.5(for Windows)下对 Word文档进行管理的方法,并给出了程序实例。 相似文献
10.
Deformation of parabolic shell surface under explosion shock waves is a complex dynamic problem. Because of reflection and interference of blast wave, it’s hard to analytically delineate the dynamic responds of radar parabolic shell surface on blast wave. To gain the characteristics of thin shell deformation under impulsive loading of blast wave, numerical simulation methods for blast load on the shell structure was studied and analyzed. Euler-Lagrange numerical simulation was implemented by AUTODYN code to simulate the problem. Through analysis on deflection feature of radial position under different explosive mass and detonation height, an equation was founded by fitting the deflection results from numerical simulation results of shockwave loading. Experiments were arranged to confirm the validity of the formula. The results gained by simulation are consistent with experiments, and the formula can be used to delineate the deflection of aluminum alloy parabolic shell under blast loading. 相似文献