首页> 外文会议>33rd International Annual Conference of ICT, Jun 25-28, 2002, Karlsruhe >SIMULATIONS OF THE COMPACTION OF ENERGETIC POWDER MATERIALS
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SIMULATIONS OF THE COMPACTION OF ENERGETIC POWDER MATERIALS

机译:能量粉材料的压实模拟

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This article presents simulations of the compaction of powder energetic materials in different situations by using the implicit HI NIKE2D code and the explicit AUTODYN code. Powder materials such as pyrotechnic compositions and explosives, are often subjected to high stresses both during production and use. The ability to foresee the mechanical behaviour of these powders is important since it provides the ability to study, a) the deformation of surrounding metal parts during press loading, b) the stress situation in the powder when subjected to external forces caused by launching and, c) the propagation of pressure waves during impact, initiation and burning. The simulations use the M-O powder material model which describes the complex mechanical properties of powder energetic materials. The M-O granular model includes an equation of state to describe the density as a function of the pressure, as well as a strength model to describe the capabilities to sustain deviatoric stresses. The model also includes a failure and a heal criterion. A hot-spot model has been attached to the powder model. Simulations showing the hot-spots caused by compaction of the energetic powders are also presented. The simulations and the numerical calculations gave good agreement with experiments under very different compression conditions. They thus indicate that the mathematical model can be used as a tool for studying the stresses and temperatures in the energetic material both during production and use.
机译:本文介绍了使用隐式HI NIKE2D代码和显式AUTODYN代码在不同情况下粉状高能材料压实的模拟。粉末材料,例如烟火组合物和炸药,在生产和使用过程中经常承受高应力。预见这些粉末的机械性能的能力很重要,因为它提供了研究以下能力:a)压力加载过程中周围金属零件的变形,b)受到发射引起的外力作用时粉末的应力状况,以及c)冲击,起爆和燃烧期间压力波的传播。该模拟使用M-O粉末材料模型,该模型描述了粉末含能材料的复杂机械性能。 M-O颗粒模型包括状态方程式,该状态方程式描述了密度随压力的变化,以及强度模型,其描述了承受偏应力的能力。该模型还包括故障和修复标准。热点模型已附加到粉末模型上。还显示了模拟结果,显示了由高能粉末压实引起的热点。在非常不同的压缩条件下,仿真和数值计算与实验具有很好的一致性。因此,它们表明数学模型可以用作研究生产和使用过程中高能材料中应力和温度的工具。

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