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Ballistic Strength of Kevlar KM2 Fabric Resisting FSP Projectiles

机译:凯夫拉尔KM2织物抵抗FSP弹丸的弹道强度

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A micro-level numerical tool, based on an explicit digital element approach(DEA), is developed to simulate impact and penetration of textiles using projectilesof arbitrary shapes.In this approach, the projectile surface is discretized into surface triangleelements and the fabric is discretized into digital elements. A special algorithm isemployed to search contacts between digital elements of the fabric and surfaceelements of the projectile of arbitrary shape. In each simulation step, forces appliedto projectile surface elements and digital elements are calculated. Then, projectilemotions, such as velocity and acceleration, can be calculated based on the resultantforce applied to projectile surface elements and the fabric deformation can becalculated based upon the force applied to digital elements.In the previous DEA analysis, the projectile was simplified as a rigid bodyparticle. As such, only spherical and cylindrical projectiles could be modeled. Thenew Algorithm proposed in this paper expands the capability of the DEA tosimulate ballistic impact using projectiles with arbitrary shapes.In this paper, the contact search algorithm and the contact force calculationbetween the solid body projectile and the fibrous fabric are explained in detail.Firstly, the surfaces of spherical and RCC projectiles are discretized into trianglemeshes. Ballistic strength V50 derived from the discretized surface mesh arecompared to results derived from the previous approach in order to verify theaccuracy of the method. Then, the new algorithm is applied to simulate the ballisticimpact using FSP the projectile. The numerical results are compared to real scalestandard ballistic tests using FSP.
机译:基于显式数字元素方法的微型数值工具 (DEA)用于模拟使用弹丸对纺织品的冲击和渗透 任意形状。 通过这种方法,将弹丸表面离散为表面三角形 元素,然后将结构离散为数字元素。一种特殊的算法是 用于搜索织物和表面的数字元素之间的接触 弹丸的任意形状的元素。在每个模拟步骤中,施加的力 计算射弹表面元素和数字元素。然后,弹丸 可以基于结果来计算运动,例如速度和加速度 施加在弹丸表面元件上的力和织物变形可以是 根据施加在数字元素上的力计算得出。 在先前的DEA分析中,将射弹简化为刚体 粒子。因此,只能对球形和圆柱形弹丸进行建模。这 本文提出的新算法将DEA的功能扩展到 使用具有任意形状的射弹来模拟弹道冲击。 本文中的接触搜索算法和接触力计算 详细解释了固体弹丸和纤维织物之间的关系。 首先,将球形和RCC弹丸的表面离散为三角形 网格。由离散表面网格得出的弹道强度V50为 与先前方法得出的结果进行比较,以验证 方法的准确性。然后,将新算法应用于弹道仿真 使用FSP撞击弹丸。将数值结果与实际比例进行比较 使用FSP进行标准弹道测试。

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