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Hypervelocity Impact Numerical Simulations Using Material Point Method Coupled with EOS Calculated from Molecular Dynamics Method

机译:利用物料点法与分子动力学方法计算的EOS耦合的材料点测量数值模拟

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The space debris hypervelocity impact is a threat to spacecrafts. Whipple shields are used to help spacecrafts survive in the debris environment. In this paper, the hypervelocity impact of space debris on the Whipple shield is simulated using the material point method(MPM) coupled with a new equation of state(EOS) calculated from the molecular dynamics(MD) method. MPM is a particle method, using Lagrangian points to carry all the physical variables and Eulerian background grids to solve equations of motion. With advantages of both Lagrangian description and Eulerian description, MPM is appropriate for simulating hypervelocity impact problems. In the hypervelocity impact MPM simulations, EOS is used to calculate the pressure of material points based on the internal energy and volume solved by MPM. The Mie-Grüneisen EOS is often used in hypervelocity impact simulations, but it is not suitable for melting. The new EOS calculated from MD method can be used to solve the pressure of material points when the phase transformation of material happens. A comparison between numerical and experimental results is made, and shows that the MPM simulation using the new EOS is better than the one with the Mie-Grüneisen EOS, and agrees well with the experimental result.
机译:空间碎片超额兴趣影响是对航天器的威胁。奶屏蔽用于帮助航天器在碎片环境中存活。在本文中,使用与来自分子动力学(MD)方法计算的新状态(EOS)的材料点法(MPM)进行模拟空间碎屑对奶屏蔽的超细兴趣。 MPM是一种颗粒方法,使用拉格朗日点来携带所有物理变量和欧拉背景网格来解决运动方程。具有拉格朗日描述和欧拉人描述的优点,MPM适用于模拟超细差别影响问题。在超型冲击MPM模拟中,EOS用于根据MPM解决的内部能量和体积来计算材料点的压力。 Mie-GrüneisenEOS通常用于超高速影响模拟,但它不适合熔化。从MD方法计算的新EOS可用于解决材料的相位变换发生时材料点的压力。进行了数值和实验结果之间的比较,并表明使用新EOS的MPM仿真优于Mie-GrüneisenEOS的MPM模拟,并与实验结果很好地同意。

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