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Mathematical Model to Simulate the Trajectory Elements ofan Artillery Projectile Proof Shot

机译:模拟火炮弹丸射击弹道元素的数学模型

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In external ballistics of a conventional spin-stabilised artillery projectile, there are a numberof trajectory models developed for computing trajectory elements having varying degrees ofcomplexity. The present study attempts to propose a single mathematical model, viz., simplifiedpoint-mass/simple particle trajectory model to simulate the trajectory elements of a typical spin-stabilised flat-head artillery projectile proof shot. Due to difficulties in the projectile shape andsize, and the complicated nature of air resistance, an accurate mathematical prediction of thetrajectory is difficult. To simplify the computations, the governing equations of motion of theprojectile have been simplified and assumed that the projectile is a particle and the only forcesacting on the projectile are drag and gravity. With this model, trajectory elements have beengenerated and compared with experimental results obtained in the field test. The measuringinstrument used in this case is a Doppler radar.
机译:在常规的自旋稳定炮弹的外部弹道中,存在许多用于计算具有不同复杂程度的弹道元素的弹道模型。本研究试图提出一个单一的数学模型,即简化点质量/简单粒子弹道模型,以模拟典型的自旋稳定平头火炮弹丸的弹道元素。由于弹丸形状和大小的困难以及空气阻力的复杂性,很难对弹道进行精确的数学预测。为了简化计算,简化了弹丸的运动控制方程,并假定弹丸是粒子,并且作用在弹丸上的唯一力是阻力和重力。使用该模型,已生成了轨迹元素,并将其与在现场测试中获得的实验结果进行了比较。在这种情况下使用的测量仪器是多普勒雷达。

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