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Applying micro-mechanics to finite element simulations of split hopkinson pressure bar experiments on high explosives

机译:将微型力学应用于高爆炸物拆分霍普金森压杆实验的有限元模拟

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We have developed a constitutive theory based on the Method of Cells and a modified Mori-Tanaka (MT) effective medium theory to model high explosives. MT effective medium theory allows us to model the smaller explosive grains in the viscoelastic matrix while the Method of Cells partitions the representative volume element into a single subcell designating a large grain, and the remaining subcells for the small grain-binder mixture. The model is then implemented into the finite-element code EPIC. Split Hopkinson Pressure Bar (SHPB) experiments are simulated. We compare the predicted incident, transmitted and reflected strains with SHPB experimental values.
机译:我们开发了基于细胞方法的组成型理论,以及改进的森林(MT)有效的中学理论模拟高炸药。 MT有效介质理论允许我们在粘弹性基质中模拟较小的爆炸颗粒,而细胞的方法将代表体积元素分配成单个晶粒的单个亚细胞,以及用于小晶粒粘合剂混合物的剩余子单元。然后将该模型实现为有限元码史诗。模拟拆分霍普金森压力条(SHPB)实验。我们将预测的入射,传播和反射菌株与SHPB实验值进行比较。

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