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A two-field semi-Lagrangian reproducing kernel model for impact and penetration simulation into geo-materials

机译:一种双场半拉格朗日再现核模型,用于对地球材料的影响和渗透模拟

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摘要

In this paper, a displacement-pressure (u-p) semi-Lagrangian reproducing kernel (RK) is introduced to study the penetration depth of various projectile types into dry and fully saturated geo-materials. To describe the poromechanics of saturated materials, Biot theory is incorporated into the semi-Lagrangian formulation and a damage model is embedded into Drucker-Prager constitutive model to simulate the soil behavior and separation during the impact and penetration process. The stabilized nodal domain integration is developed in the two-field semi-Lagrangian RK formulation to ensure numerical stability, and the kernel contact algorithm is implemented to model the interaction between soil and projectile bodies. Several examples are studied to validate and assess the proposed method's performance in predicting the final penetration depth, and the results are compared to those reported in the literature.
机译:在本文中,引入了位移压力(U-P)半拉格朗日再现核(RK),以研究各种射弹型的穿透深度在干燥和完全饱和的地质材料中。 为了描述饱和材料的浮子学,将Biot理论纳入半拉格朗日配方中,损伤模型嵌入Drucker-Prager本构模型中,以模拟在冲击和渗透过程中的土壤行为和分离。 在双场半拉格朗日RK配方中开发了稳定的节点域集成,以确保数值稳定性,并实施内核接触算法以模拟土壤和射弹体之间的相互作用。 研究了几种实例来验证和评估所提出的方法在预测最终渗透深度方面的性能,并将结果与文献中报道的结果进行比较。

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