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Mach reflection induced detonation in a reactive flow.

机译:马赫反射在反应流中引起爆轰。

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摘要

A comparison of a chemically reactive flow versus a non-reactive flow is made in this work to show the possibility of the presence of a detonation wave associated with a Mach stem also known as a Mach reflection wave. A reactive, inviscid, and unsteady flow over a two-dimensional wedge is observed. Then, it is compared to a non-reactive flow over the same geometry and under the same conditions. A range of deflection angles theta and incoming flow Mach numbers M1 is used in this study. The Euler equations are discretized using a finite-volume approach to ensure conservation and to allow proper treatment of discontinuities. A two-step explicit Runge-Kutta integration scheme is implemented together with a point-implicit treatment of the source terms to obtain a time-accurate solution. In addition, Roe's flux-difference splitting scheme extended to non-equilibrium flow is used for the cell face fluxes, and the MUSCL approach is used for higher-order spatial accuracy. For the purpose of constructing an efficient numerical tool, while maintaining a reasonable accuracy, a two-step global model has been selected and validated for a hydrogen-air mixture. After running several simulations and computations, the results are then compared to theoretical Chapmann-Jouguet data. A thorough discussion and analysis is also made for each case included in this work. The variable parameters chosen for this study are the angle of deflection theta, the incoming flow Mach number M 1, the initial pressure P1, and the initial temperature T1 as well as the length of the wedge and the height of the domain. It was found that under certain conditions a Mach stem is formed which triggered a detonation in the flow. The detonation and the formation of the mach stem were shown to be dependent on the flow parameters mentioned above and independent on the geometry and the size of the domain.
机译:在这项工作中,对化学反应流与非反应流进行了比较,以显示存在与马赫杆相关的爆炸波(也称为马赫反射波)的可能性。观察到在二维楔形上的反应性,无粘性和非稳态流动。然后,将其与相同几何形状和相同条件下的非反应流进行比较。在这项研究中使用了一系列的偏转角θ和流入的马赫数M1。使用有限体积方法离散化Euler方程,以确保守恒并允许对不连续性进行适当处理。实施了两步显式Runge-Kutta积分方案,并对源项进行了点隐式处理,从而获得了时间精确的解决方案。此外,将Roe的通量-差分裂方案扩展到非平衡流用于细胞表面通量,而MUSCL方法用于高阶空间精度。为了构建有效的数值工具,同时保持合理的精度,已选择了两步全局模型并针对氢-空气混合物进行了验证。经过几次模拟和计算后,将结果与Chapmann-Jouguet理论数据进行比较。对于此工作中包含的每个案例,也进行了详尽的讨论和分析。为这项研究选择的可变参数是偏转角theta,流入马赫数M 1,初始压力P1和初始温度T1以及楔形的长度和区域的高度。发现在某些条件下会形成马赫杆,从而触发气流爆炸。显示马赫杆的爆轰和形成取决于上述流动参数,并且与区域的几何形状和尺寸无关。

著录项

  • 作者

    Cederbond, Walid.;

  • 作者单位

    The University of Texas at Arlington.;

  • 授予单位 The University of Texas at Arlington.;
  • 学科 Engineering Aerospace.
  • 学位 M.S.
  • 年度 2004
  • 页码 42 p.
  • 总页数 42
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 航空、航天技术的研究与探索;
  • 关键词

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