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On diffusive supersonic combustion (chemical kinetic effects in diffusive supersonic combustion)

机译:关于扩散超音速燃烧(扩散超音速燃烧中的化学动力学效应)

摘要

Simple analytical methods are presented for the analysis of chemical kinetic effects in supersonic combustion.udThree different regions are shown to occur in supersonic diffusive combustion. The first region is close to the injector exit, where the flow may be considered frozen for the main reacting species and where the radical concentration is being built up. This is the ignition delay region. A simplified kinetic scheme of the H2-air reaction is deduced for this region. The linear differential equation giving the H concentration has been discussed and integrated in a representative case. In terms of this solution the limits of the ignition region may be determined.udFar from the injector exit the flow is close to chemical equilibrium. The reaction region is very thin, so that convection effects may be neglected. Then the governing equations reduce to ordinary differential equations, that may be integrated by using an integral method. In this way, deviations from equilibrium may be determined in terms of the reaction kinetics. An extension of the integral method, developed for the analysis of the near-equilibrium region is proposed for the study of the transition region.
机译:提出了用于分析超声速燃烧中化学动力学效应的简单分析方法。 ud显示了超声速扩散燃烧中出现三个不同的区域。第一区域靠近喷射器出口,在该区域中,主要反应物质的流动被认为是冻结的,自由基浓度正在建立。这是点火延迟区域。推导了该区域H 2-空气反应的简化动力学方案。在一个典型案例中,已经讨论并积分了给出H浓度的线性微分方程。根据该解决方案,可以确定点火区域的极限。 ud从喷射器出口离开时,流量接近化学平衡。反应区域非常薄,因此可以忽略对流效应。然后,控制方程简化为常微分方程,可以使用积分方法进行积分。以这种方式,可以根据反应动力学确定与平衡的偏差。提出了积分方法的扩展,该积分方法是为分析过渡区域而开发的,用于分析近平衡区域。

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