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NUMERICAL SIMULATION OF LAUNCH PROCESS OF STACKED PROJECTILE WEAPON CONSIDERING MUZZLE FLOW FIELD

机译:考虑枪口流场堆积射弹武器发射过程的数值模拟

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One of the key problems of numerical simulation of serial launch process of stacked projectile weapon is accurately simulating the coupling effect between the propellant gas and later projectiles. However, the interior ballistic numerical simulation can only obtain the motion law of the later projectiles accurately, before the projectile head reaches the muzzle. And the velocity increments, caused by muzzle flow field, also can be not obtained. In order to study the motion law after the projectile head flies out of muzzle, the launch process of two serial launched projectiles, considering muzzle flow field, is numerical simulated by FLUENT, coupled with interior ballistic simulated code. The numerical simulation results show that the formation process of the bottle shock of the second projectile is different, comparing with the first projectile. The variation law of projectile head resistance of the second projectile is consistent with the one calculated by one-dimensional two-phase reaction flow interior ballistic model, before the projectile head reaches the muzzle. After the projectile head flies out of the muzzle, the projectile head resistance decreases rapidly, but then it is not always equal to zero. After the projectiles leave the muzzle, the velocity increments are mainly determined by muzzle pressure.
机译:堆放射弹武器串行发射过程数值模拟的关键问题之一是准确模拟推进剂气体和后续射弹之间的耦合效果。然而,在射弹头到达枪口之前,内部弹道数值模拟可以精确地获得后来的射弹的运动规律。也不能获得由枪口流场引起的速度增量。为了研究射击射头后枪口后的运动法,考虑枪口流场的两个连续发射射弹的发射过程是通过流利的数值模拟,加上内部弹道模拟代码。数值模拟结果表明,第二射弹的瓶冲击的形成过程不同,与第一射弹相比。第二射弹射头电阻的变化定律与通过一维两相反应流动内部弹道模型计算的射击率一致,在弹射头到达枪口之前。在弹射线脱离枪口之后,射弹性头阻力迅速降低,但是它并不总是等于零。在射弹离开枪口之后,速度增量​​主要由枪口压力决定。

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