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首页> 外文期刊>Shock Waves >Super-equilibrium increase of chemical reaction rate in the detonation front and other effects in the detonation wave initiated by a shock wave
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Super-equilibrium increase of chemical reaction rate in the detonation front and other effects in the detonation wave initiated by a shock wave

机译:爆炸波前沿化学反应速率的超平衡增加以及冲击波引发的爆炸波中的其他影响

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In the present work the problem of detonation wave formation in a shock tube was considered in one-dimensional formulation. The Monte Carlo non-stationary method of statistical simulation (MCNMSS), also known as DSMC, was used for simulation. The method automatically takes into account all details of mass and heat transfer. At an initial moment, the low-pressure channel (LPC) of the shock tube was filled with gas A while the high-pressure chamber (HPC) was filled with gas C. The cross-sections of the HPC and LPC, as well as the temperatures of gases A and C were equal to each other. At the beginning of the simulation the ratio of pressures in the HPC and LPC was equal to 100. It was assumed that chemical reactions A + M → B + M (M = A, B and C) took place. The ratio of molecular masses of gases A, B, and C was taken as 20:20:1. Different reaction thresholds were considered. For the case of a low reaction threshold, the velocity of the resulting detonation wave was found to be higher than the Chapman-Jouguet velocity. A region with constant values of flow parameters inside product was observed. An increase of the reaction threshold led to disappearance of this region and gave rise to something similar to an expansion wave, with peaks of flow parameters at the leading part of the detonation wave. The values of these peaks were found to be constant in time. The velocity of the detonation wave became appreciably lower than the Chapman-Jouguet velocity. Further increase of the reaction threshold led to disappearance of detonation. The reactions A + B → B + B and A + C → B + C turned out to be very important for initiation of detonation.
机译:在目前的工作中,在一维公式中考虑了在激波管中形成爆炸波的问题。模拟使用蒙特卡洛统计分析的非平稳方法(MCNMSS),也称为DSMC。该方法自动考虑了传质和传热的所有细节。最初,冲击管的低压通道(LPC)充满了气体A,而高压腔(HPC)充满了气体C。HPC和LPC的横截面以及气体A和C的温度彼此相等。在模拟开始时,HPC和LPC中的压力之比等于100。假定发生了化学反应A + M→B + M(M = A,B和C)。气体A,B和C的分子质量比为20:20:1。考虑了不同的反应阈值。对于低反应阈值的情况,发现产生的爆炸波的速度高于查普曼-乔格特速度。观察到在产品内部具有恒定流动参数值的区域。反应阈值的增加导致该区域的消失,并产生了类似于膨胀波的现象,在爆炸波的前部具有流动参数的峰值。发现这些峰的值在时间上是恒定的。爆炸波的速度明显低于Chapman-Jouguet速度。反应阈值的进一步提高导致爆炸消失。结果证明,A + B→B + B和A + C→B + C的反应对于引发爆炸非常重要。

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