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Building Block Approach For Determination of Ballistic Limit of Composite Panels Using Peridynamics

机译:围岩动力学确定复合板弹道极限的构件方法

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In this study, we applied a meshless simulation code Emu [1] that is based on the peridynamic theory of solid mechanics. The peridynamic theory is a nonlocal model that uses integro-differential, rather than partial differential, equations in its basic formulation. This approach allows the equations of the peridynamic theory to be applied directly on evolving discontinuities such as growing cracks. Special techniques to model cracks that are sometimes required at the discretized level in finite element codes are not needed in peridynamics, because the equations are compatible with the essential physical nature of cracks as discontinuities in the displacement field. A general discussion of the peridynamic theory can be found in [2].
机译:在这项研究中,我们应用了基于实体力学的周向动力学理论的无网格仿真代码Emu [1]。周动力理论是一种非局部模型,在其基本公式中使用积分微分方程,而不是偏微分方程。这种方法允许将周边动力学理论的方程式直接应用于不断发展的不连续性,例如不断增长的裂缝。在周边动力学中不需要有限元代码离散化级别有时需要的特殊的裂纹建模技术,因为这些方程与裂纹的基本物理性质兼容,因为位移在位移场中是不连续的。关于绕动力学理论的一般讨论可以在[2]中找到。

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