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A comparative study of two macro-scale models of condensed-phase explosives (Conference Paper)

机译:两种凝聚相炸药宏观模型的比较研究(会议论文)

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Two macro-scale models of high-energy condensed-phase explosives are considered. The first, called ignition and growth, treats the heterogeneous explosive as a homogeneous mixture of reacting and product species. The second model treats the explosive as two distinct, but interacting, phases. Both models are hyperbolic systems of non-linear partial differential equations involving balance laws of mass, momentum and energy and involving assumed constitutive input and reaction kinetics. The two-phase model also involves stiff relaxation terms and nozzling terms that prevent the equations from being cast in conservation form. A high-resolution shock-capturing scheme on overlapping grids, with parallel adaptive mesh refinement, is used to solve the governing equations accurately. The purpose of the paper was to compare solutions of the two models for macro-scale problems involving detonation initiation and diffraction. This is done to illustrate strengths and weaknesses of the models and to suggest modifications and extensions of the models for further study.
机译:考虑了两种宏观模型的高能凝相炸药。第一种被称为点火和增长,将异质炸药视为反应物和产物物的均匀混合物。第二种模型将爆炸物视为两个不同但相互作用的阶段。这两个模型都是非线性偏微分方程的双曲系统,涉及质量,动量和能量的平衡定律,并包含假定的本构输入和反应动力学。两阶段模型还涉及防止方程以守恒形式转换的刚性松弛项和喷嘴项。使用重叠网格的高分辨率震动捕获方案,并通过并行自适应网格细化,可以精确地求解控制方程。本文的目的是针对涉及爆轰引发和衍射的宏观问题比较两种模型的解。这样做是为了说明模型的优点和缺点,并建议对模型进行修改和扩展以供进一步研究。

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