排序方式: 共有14条查询结果,搜索用时 15 毫秒
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回顾了近年来在高聚物黏结炸药(PBX)原子和分子尺度数值模拟方面取得的进展,主要研究领域包括以下6个方面:炸药分子力场、热力学参数计算、耗散/输运性能、相图/相变动力学、动力学响应行为和热点形成机制。针对当前研究现状,介绍了各领域的代表性工作和主要研究成果。目前对PBX炸药的结构和静力学性能已有较充分的认识,但对炸药的动力学响应行为和细观起爆机制尚缺少系统的科学认识,存在一系列挑战性问题,如结构缺陷在爆轰反应后期的形态和表征,以及初始缺陷对爆轰波波形畸变的影响机制。需要将理论计算与实验相结合,以解决爆轰物理领域中的难点问题。 相似文献
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Ansatz method and the theory of dynamical systems are used to study the traveling wave solutions for the generalized Drinfeld-Sokolov equations. Under two groups of the parametric conditions, more solitary wave solutions, kink and anti-kink wave solutions and periodic wave solutions are obtained. Exact explicit parametric representations of these travelling wave solutions are given. 相似文献
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By using the Leray-Schauder fixed point theorem,differential inequality techniques and constructing suitable Lyapunov functional,several sufficient conditions are obtained for the existence and global exponential stability of periodic solutions for general shunting inhibitory cellular neural networks with delays.Some new results are obtained and some previously known results are improved.An example is employed to illustrate our feasible results. 相似文献
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对索赔为复合Poisson-Geometric过程的双险种风险模型进行研究,给出了当初始资本为0及索赔额为指数分布下破产概率的具体表达式,并利用鞅方法得到了最终破产概率满足的Lundberg不等式和一般公式. 相似文献
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The theory of planar dynamical systems is used to study the dynamical behaviours of travelling wave solutions of a nonlinear wave equations of KdV type.In different regions of the parametric space,sufficient conditions to guarantee the existence of solitary wave solutions,periodic wave solutions,kink and anti-kink wave solutions are given.All possible exact explicit parametric representations are obtained for these waves. 相似文献
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