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Estimating projectile perpendicular impact velocity on metal sheet targets from the shape of the target hole.

机译:根据靶孔的形状估算弹丸对金属靶的垂直撞击速度。

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The correlation between bullet hole shapes in metal and projectile impact velocity was examined. A series of shots were fired from an M-16A1 assault rifle of 5.56 mm caliber toward a 1-mm thick metal target. All shots were fired at a perpendicular angle to the metal sheets, and the velocity was measured just before the projectile hit the target. Velocities ranged between 400 and 900 m/sec. From the replica of the shooting hole, a perpendicular plane was created, showing the symmetrical properties of the hole. The best mathematical equation describing the shape of the entrance hole was the exponential function in the form: Y x = A + Be kx. The empirical equation of the hole defined using the regression method is: Y x,V = 8.268/V 0.578018 e(0.584x/V0.005). This equation describes the general shape of shooting holes created by velocities ranging from 440 to 750 m/sec. From this equation, one can estimate the bullet velocity when it hits the target.
机译:研究了金属中弹孔形状与弹丸撞击速度之间的相关性。从5.56毫米口径的M-16A1突击步枪向1毫米厚的金属靶发射了一系列射击。以与金属板垂直的角度射击所有炮弹,并在弹丸击中目标之前测量速度。速度介于400到900 m / sec之间。从射击孔的副本中,创建了一个垂直平面,显示了该孔的对称特性。描述入口孔形状的最佳数学方程是以下形式的指数函数:Y x = A + Be kx。使用回归方法定义的孔的经验方程为:Y x,V = 8.268 / V 0.578018 e(0.584x / V0.005)。该方程式描述了由440至750 m / sec的速度产生的射击孔的总体形状。根据这一方程,可以估计子弹撞击目标时的速度。

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