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Modeling mesoscale energy localization in shocked HMX, Part II: training machine-learned surrogate models for void shape and void-void interaction effects

机译:震惊HMX中的Mescle能量定位,第二部分:培训机器学习的替代模型,用于空隙形状和空隙 - 空隙互动效应

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Surrogate models for hotspot ignition and growth rates were presented in Part I (Nassar et al., Shock Waves 29(4):537-558, 2018), where the hotspots were formed by the collapse of single cylindrical voids. Such isolated cylindrical voids are idealizations of the void morphology in real meso-structures. This paper therefore investigates the effect of non-cylindrical void shapes and void-void interactions on hotspot ignition and growth. Surrogate models capturing these effects are constructed using a Bayesian Kriging approach. The training data for machine learning the surrogates are derived from reactive void collapse simulations spanning the parameter space of void aspect ratio, void orientation (theta)and void fraction (phi) The resulting surrogate models portray strong dependence of the ignition and growth rates on void aspect ratio and orientation, particularly when they are oriented at acute angles with respect to the imposed shock. The surrogate models for void interaction effects show significant changes in hotspot ignition and growth rates as the void fraction increases. The paper elucidates the physics of hotspot evolution in void fields due to the creation and interaction of multiple hotspots. The results from this work will be useful not only for constructing meso-informed macroscale models of HMX, but also for understanding the physics of void-void interactions and sensitivity due to void shape and orientation.
机译:第I部分(Nassar等人,冲击波29(4):537-558,2018)中提出了热点点火和增长率的代理模型,其中热点由单圆柱空隙的塌陷形成。这种隔离的圆柱形空隙是真实中间结构中的空隙形态的理想化。因此,本文研究了非圆柱形空隙形状和空隙 - 空隙相互作用对热点点火和生长的影响。捕获这些效果的代理模型是使用贝叶斯克里格的方法构建的。用于机器学习的训练数据衍生自跨越空隙纵横比的参数空间,空隙取向(θ)和空隙率(PHI)的反应性空隙崩溃模拟,所得的替代模型描绘了点火和增长率对空隙的强烈依赖性纵横比和取向,特别是当它们相对于施加的冲击以锐角定向时。随着空隙率的增加,空隙互动效应的替代模型显示出热点点火和增长率的显着变化。由于多次热点的创作和相互作用,纸张阐明了空隙领域的热点演变物理学。这项工作的结果不仅适用于构建Meso-Informed MMX的MESO-Informge模型,还可用于了解由于空隙形状和方向而理解空隙 - 空隙相互作用和敏感性的物理学。

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