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A new method in study of JWL form unreacted equation of state for solid explosives

机译:JWL的一种新方法,形成固体爆炸物的未反应状态

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The unreacted equation of state (EOS) of an explosive is important because it acts on the state of chemical reaction zone when considering the ZND theory to simulate the detonation of solid explosives. Usually, the unreacted equation of state is derived from the Hugoniot curve which is always assumed to be of the linear form : D=c_0+su, where c_0 and s are constants determined from experimental data. But some experimental data shows that shock velocity vs particle velocity relation is not the linear form. In this paper, we developed one method to study the JWL form unreacted equation of state. The isentrope curve equation is derived from the Hugoniot curve by using the nonlinear D~u relation. It is predicted that the method can help to modify the high pressure unreacted equation of state for some explosives which only have little low pressure linear form D~u relation experimental data.
机译:爆炸性的未反应方程(EOS)是重要的,因为当考虑ZnD理论时,它在化学反应区的状态下起作用,以模拟固体炸药的爆炸。通常,状态的未反应方程来自Hugoniot曲线,总是假设的线性形式:D = C_0 + SU,其中C_0和S是从实验数据确定的常数。但是一些实验数据表明,冲击速度与粒子速度关系不是线性形式。在本文中,我们开发了一种研究JWL的一种方法,形成了未反应的状态方程。 Isentrope曲线方程通过使用非线性D〜U关系来源于Hugoniot曲线。预测,该方法可以帮助修改一些爆炸物的高压未反应方程,这对于一些爆炸物仅具有小的低压线性形式D〜U关系实验数据。

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