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Penetration into concrete targets by a hard projectile

机译:坚硬的弹丸穿透成具体的目标

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摘要

Two dimensionless numbers, termed impact function I and geometry function N, are introduced as dominant parameters to control the penetration depth into concrete targets subjected to a hard projectile impact. A definition of nose shape factor is defined quantitatively to eliminate the vagueness of the nose shape definitions in empirical formulae. A unified formula on penetration depth into concrete target, proposed based on dimensional analysis and dynamic cavity expansion model in is applicable for a wide range of impact velocities, nose shapes and concrete strengths and reinforcements. The validity of the proposed penetration formula is verified through comparison with all major empirical formulae, e.g., modified NDRC, ACE, UKAEA, and experimental results. There exists an upper limit of the rigid projectile assumption, beyond which, the penetration is dominated by semi-hydrodynamic regime. The proposed formula can also be extended to metallic and earth targets.
机译:引入两个无量纲数,分别称为冲击函数I和几何函数N,作为主要参数,以控制在受到硬弹撞击的混凝土目标中的穿透深度。定量定义鼻子形状因子的定义,以消除经验公式中鼻子形状定义的模糊性。基于尺寸分析和动态空腔扩展模型,提出了一个统一的渗透到混凝土目标深度的公式,适用于各种冲击速度,鼻形以及混凝土强度和钢筋。通过与所有主要的经验公式(例如修改后的NDRC,ACE,UKAEA和实验结果)进行比较,验证了所建议的渗透公式的有效性。刚性弹丸假设存在一个上限,在该上限之外,渗透率以半流体力学状态为主导。所提议的公式还可以扩展到金属和地面目标。

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