Analysis of Bullet and Ball Collision using Theoretical Approach

G. Jaya, Samsul Bahri
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Abstract

Collisions between two objects can be analyzed using the concept of the law of momentum conservation. In the case of a collision between two objects, namely a bullet and a ball, it is necessary to analyze using a theoretical approach. This research aims to analyze the velocity and height after a collision. Newton's law of conservation of momentum and Newton's second law in friction conditions are used as the basis of Calculation analysis using analytical and numerical methods. There are air friction coefficients with variations of 0.1, 0.2, 0.3, 0.4, and 0.5 N.s/m. This type of bullet used a 9 mm calibre with a velocity of 380 m/s. The mass of the bullet and ball is 0.008 kg and 0.3 kg, respectively. The results showed that increasing the air fraction coefficient resulted in lower velocity and height achieved by bullet and ball. The increasing discretization value makes the results of numerical calculations consistent with analytical calculations.
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弹球碰撞的理论分析
两个物体之间的碰撞可以用动量守恒定律的概念来分析。在两个物体碰撞的情况下,即子弹和球,有必要用理论方法进行分析。本研究旨在分析碰撞后的速度和高度。以牛顿动量守恒定律和牛顿第二摩擦定律为基础,采用解析法和数值法进行计算分析。空气摩擦系数的变化范围为0.1、0.2、0.3、0.4和0.5 N.s/m。这种类型的子弹使用9毫米口径,速度为380米/秒。子弹和球的质量分别为0.008千克和0.3千克。结果表明,空气分数系数的增大会降低子弹和球的速度和高度。离散化值的增大使数值计算结果与解析计算结果一致。
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