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131.
以作战仿真技术和方法为支撑,紧贴打赢信息化战争的战法创新需求,以科学、有效地开展基于仿真技术的战法实验为目标,明确基于仿真技术的战法实验概念,详细论述战法实验设计的内容和流程.针对战法实验过程中的重点问题,提出解决方法,为开展战法实验、创新战法研究路径提供理论和技术指导. 相似文献
132.
针对卫星网络组密钥管理的重要性,提出了一个可认证的基于门限秘密共享的组密钥管理方案.结合卫星网络的动态拓扑结构特点,将地面站作为组成员的身份注册中心,以实现对组成员的身份认证,确保节点的合法性.为了提高组密钥的生成效率,选取≠一1颗可见时间长的卫星构建组密钥份额分发中心,降低了组密钥联合生成过程中的通信量.组密钥协商无需安全信道,节省了系统资源.安全性及性能分析表明,该方案不仅具有较强的安全性,而且还具有计算和通信量小的优点.参数分析表明,门限值k与组密钥更新周期T是影响方案安全性的2个重要因子. 相似文献
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Sheng Kong Dong-jie Liao Yu-meng Jia Chong-wei An Chun-yan Li Bao-yun Ye Bi-dong Wu Jing-yu Wang Hao Guo Zhi-wei Hong 《防务技术》2022,18(1):140-147
A new type of explosive ink formulation that can be quickly cured was prepared with unsaturated polyester as binder,styrene as active monomer,2,4,6-trimethylbenzoyl-diphenylphosphine oxide as photoinitiator,and hexanitrohexaazaisowurtzitane (CL-20) as the main explosive.Then the explosive ink direct writing technology was used to charge the micro-sized energetic devices,the curing mechanism of the explosive ink was discussed,and the microstructure,safety performance and explosive transfer performance of the explosive ink molded samples were tested and analyzed.Results indicate that the composite material has a fast curing molding speed,its hardness can reach 2H within 8 min.The crystal form of CL-20 in the molded sample is still ε type.The CL-20 based W-curing explosive ink formulation has good compatibility,its apparent activation energy is increased by about 3.5 kJ/mol.The composite presents a significant reduction in impact sensitivity and its characteristic drop height can reach 39.8 cm,which is about 3 times higher than the raw material.When the line width of charge is 1.0 mm,the critical thickness of the explosion can reach 0.015 mm,and the explosion velocity is 7129 m/s when the charge density is 1.612 g/cm3. 相似文献
137.
Cylindrical specimens are commonly used in Split Hopkinson pressure bar (SHPB) tests to study the uniaxial dynamic properties of concrete-like materials.In recent years,true tri-axial SHPB equipment has also been developed or is under development to investigate the material dynamic properties under tri-axial impact loads.For such tests,cubic specimens are needed.It is well understood that static material strength obtained from cylinder and cube specimens are different.Conversion factors are obtained and adopted in some guidelines to convert the material strength obtained from the two types of specimens.Previous uniaxial impact tests have also demonstrated that the failure mode and the strain rate effect of cubic specimens are very different from that of cylindrical ones.However,the mechanical background of these findings is unclear.As an extension of the previous laboratory study,this study performs numerical SHPB tests of cubic and cylindrical concrete specimens subjected to uniaxial impact load with the validated numerical model.The stress states of cubic specimens in relation to its failure mode under different strain rates is analyzed and compared with cylindrical specimens.The detailed analyses of the numerical simulation results show that the lateral inertial confinement of the cylindrical specimen is higher than that of the cubic specimen under the same strain rates.For cubic specimen,the corners are more severely damaged because of the lower lateral confinement and the occurrence of the tensile radial stress which is not observed in cylindrical specimens.These results explain why the dynamic material strengths obtained from the two types of specimens are different and are strain rate dependent.Based on the simulation results,an empirical formula of conversion factor as a function of strain rate is proposed,which supplements the traditional conversion factor for quasi-static material strength.It can be used for transforming the dynamic compressive strength from cylinders to cubes obtained from impact tests at different strain rates. 相似文献
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现代声纳系统普遍采用水听器基阵和一定的信号处理来提高对目标的检测和定位能力,而基阵的波束形成则在其中起着核心作用。文中研究了窄带波束域高分辨方位估计技术,分析了波束域MUSIC方位估计的构造过程和具体实现方法。仿真计算表明,基于波束域MUSIC的方位估计算法是一种分辨空间小角域内多个目标的有效方法。 相似文献
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采用矩量法分析导体三维散射体时,基于RWG基函数的电场积分方程存在奇异性,如果直接使用数值积分,则准确性很低。为了得到准确的积分结果,将被积函数拆分为2部分,对于无奇异点的部分直接使用数值积分求解,而对于包含奇异点的部分通过积分变换简化被积函数,得到解析表达式,计算实例验证了这种方法的正确性。 相似文献
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