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首页> 外文期刊>Горение и Взрыв >MATHEMATICAL MODELING OF CELLULAR DETONATION WAVE SUPPRESSION BY SYSTEM OF INERT POROUS BODIES
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MATHEMATICAL MODELING OF CELLULAR DETONATION WAVE SUPPRESSION BY SYSTEM OF INERT POROUS BODIES

机译:MATHEMATICAL MODELING OF CELLULAR DETONATION WAVE SUPPRESSION BY SYSTEM OF INERT POROUS BODIES

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摘要

Numerical simulation of the interaction of cellular detonation in a hydrogen-air mixture with a system of porous filters located at the walls of the channel was carried out. The main regimes and critical conditions for the attenuation and suppression of detonation in the filter system were obtained. In the first realized regime, at the volume fraction of filter particles less than critical, a detonation wave (DW) decelerates to a velocity less than the Chapman-Jouguet velocity and propagates in a stationary mode; a detonation cell size increases. In the second realized regime, at the volume fraction of filter particles equal or greater than critical, a DW splits into the shock wave (SW) and the lagging combustion front with the destruction of cellular structure. A map of detonation regimes was constructed. It follows from this map that with an increase in the volume fraction of particles in the filters, the gap between the filters can also be increased to successfully suppress the detonation.
机译:相互作用的数值模拟细胞在hydrogen-air混合物爆炸位于系统的多孔过滤器隧道的墙壁。制度和关键条件衰减和爆炸的抑制过滤系统。实现了政权,在过滤器的体积分数粒子小于临界,爆轰波(DW)减慢速度小于查普曼儒盖速度和传播固定的模式;增加。过滤粒子的体积分数等于或大于临界,DW分成冲击波(SW)和燃烧前沿滞后细胞结构的破坏。爆轰政权了。从这张地图上,增加体积分数的粒子过滤器,差距还可以增加之间的过滤器成功地抑制爆炸。

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