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Microscopic simulations of supersonic and subsonic exothermic chemical wave fronts and transition to detonation

机译:超音速和亚音速放热化学波阵面和爆轰过渡的微观模拟

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摘要

We perform microscopic simulations using the direct simulation Monte Carlo approach to an exothermic chemical wave front of Fisher-Kolmogorov, Petrovsky, Piskunov-type in a one-dimensional gaseous medium. The results confirm the existence of a transition from a weak detonation or deflagration to a Chapman-Jouguet detonation wave, that we already investigated at the macroscopic scale [G. Dumazer, Phys. Rev. E 78, 016309 (2008)]. In the domain of weak detonation or deflagration, the discrepancy between the propagation speeds deduced from the simulations and the macroscopic balance equations of hydrodynamics is explained by two microscopic effects, the discretization of the variables, known as cutoff effect, and the departure from local equilibrium. Remarkably, the propagation speed of a Chapman-Jouguet detonation wave is not sensitive to these perturbations of microscopic origin.
机译:我们使用一维气态介质中的Fisher-Kolmogorov,Petrovsky,Piskunov型的放热化学波前的直接模拟Monte Carlo方法进行微观模拟。结果证实了从弱爆轰或爆燃到Chapman-Jouguet爆轰波的过渡的存在,我们已经在宏观尺度上进行了研究[G. Dumazer,物理学。修订版E 78,016309(2008)]。在弱爆轰或爆燃领域,由两个微观效应解释了从模拟推导出的传播速度与流体动力学的宏观平衡方程之间的差异,即变量的离散化(称为截止效应)和偏离局部平衡。值得注意的是,Chapman-Jouguet爆轰波的传播速度对微观起源的这些扰动不敏感。

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