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Numerical study on blast flowfields induced by supersonic projectiles discharged from shock tubes

机译:激波管发射超音速弹丸引起爆炸流场的数值研究。

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In this paper we report on a numerical study of the blast flowfield generated by a supersonic projectile released from the open-end of a shock tube into ambient air. The Euler equations, assuming axisymmetric flows, were solved using a dispersion-controlled scheme implemented with moving boundary conditions. Two initial test cases were calculated. One of them is for validation of the numerical method and the other for verification of the moving boundary conditions. After good agreement was achieved, four further cases were calculated for examining effects of various projectile speeds and different release times of the projectile after the precursor shock wave was discharged. The present numerical study confirms that complicated transient phenomena exist in the initial stages shortly after projectile release, and that the blast flowfield is much more complex than that which can be inferred from muzzle blast studies where combustion products obscure the flow. (C) 1998 American Institute of Physics. [References: 10]
机译:在本文中,我们对超音速弹丸从冲击管的开口端释放到周围空气中产生的爆炸流场进行了数值研究。假设轴对称流动的Euler方程是使用带有运动边界条件的色散控制方案求解的。计算了两个初始测试用例。其中一个用于验证数值方法,另一个用于验证移动边界条件。在达成良好协议后,计算了另外四个案例,以检查前体冲击波释放后各种弹丸速度和弹丸释放时间的影响。目前的数值研究证实,在弹丸释放后不久,初始阶段就存在复杂的瞬态现象,爆炸流场比燃烧产物遮挡流动的枪口爆炸研究所推论的要复杂得多。 (C)1998美国物理研究所。 [参考:10]

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