基于弹丸转数的引信规划新方法评价

Wojciech Furmanek, Józef Gacek, Grzegorz Jączek
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引用次数: 0

摘要

本文提出了一种创新的空中爆炸弹药引信编程方法,该方法基于计算炮弹沿飞行轨迹绕其中心线旋转的次数的原理,以确定炮弹行进的距离。基于在接近真实条件下发射40毫米榴弹发射器的计算机模拟结果,将所提出的引信编程的创新方法与其他已知的引信编程方法进行了比较。为此,开发了一种外弹道计算方法,该方法使用了一个不可变形飞行物体的三维运动数学模型,该物体被认为是ISO 1151坐标系中具有六个自由度的刚体。模拟是在考虑到40毫米榴弹发射器弹药的实际发射条件的情况下进行的,这些弹药配备了由每种评估方法编程的引信。对位于不同距离的目标进行射击,并针对每种编程方法评估实际保险丝点火点相对于预期保险丝点火点的分散程度。得出的结论是,与基于时间延迟的方法相比,根据实际条件下计算炮弹转数的原理来确定炮弹行进距离的方法导致了引信点的分散。总之,可以观察到,基于计算弹丸沿飞行轨迹的旋转来确定旋转弹丸的方法并不能保证引信着火点位置的所需精度。这意味着,应用这些方法来确定炮弹沿飞行轨迹的爆炸距离并没有提高空中爆炸破片弹药的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Evaluation of a Novel Method of Fuse Programming Based on the Number of Projectile Revolutions
This paper presents an innovative method of programming fuses for airburst munitions based on the principle of counting the number of revolutions a projectile makes around its centre line along the flight trajectory in order to determine the distance travelled by the projectile. The proposed innovative method of fuse programming was compared to other known methods of fuse programming based on the results of a computer simulation of firing a 40 mm grenade launcher under near-real conditions. For this purpose, a methodology was developed for external ballistic calculations using a mathematical model of the three-dimensional motion of a non-deformable flying object considered to be a rigid body with six degrees of freedom in an ISO 1151 coordinate system. Simulations were carried out taking into account actual firing conditions for 40 mm grenade launcher ammunition armed with fuses programmed by each of the methods evaluated. Targets located at various distances were fired upon and the level of scatter of actual fuse ignition points relative to the expected fuse ignition point was evaluated for each programming method. It was concluded that the method of determining the distance travelled by the projectile with the principle of counting the projectile’s revolutions under real conditions resulted in a scatter of the fuse ignition points greater than with the time delay-based methods. In conclusion it was observed that the method of determination for the revolving projectile based on counting the projectile’s rotations along the flight trajectory did not guarantee the required precision of the fuse ignition point locations. This means that the application of the methods to determine the distance of projectile burst along the flight trajectory did not increase the effectiveness of airburst fragmentation munitions.
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