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Large Eddy Simulations of Compressible MHD Turbulence in Heat-Conducting Fluid

机译:导热液中可压缩MHD湍流的大型涡流模拟

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We develop the large eddy simulation (LES) method for study of compressible magnetohydrodynamic (MHD) turbulence in heat-conducting fluid. Turbulent flows in a magnetic field are common both in applied areas and in physics of astrophysical and space plasma. Among the engineering applications, possibility of boundary layer control and drag reduction, MHD flow in a channel (for steel-casting processes) and in a pipe (for cooling of nuclear fusion reactors) can be mentioned. In the previous works authors used LES approach for study of incompressible MHD turbulent flow [1] and already applied LES technique for compressible MHD flow of polytropic gas [2-5]. However, in all mentioned papers MHD equations without the equation of energy balance are considered. Applications of LES technique to heat-conducting compressible MHD flows are significantly more difficult due to the increased complexity introduced by the need to solve the energy equation. This introduces novel subgrid-scale (SGS) terms due to the presence of magnetic field in total energy equations. We develop parameterizations for these SGS stresses in present work. Computations at various Mach numbers are performed for three-dimensional decaying compressible MHD turbulence. Validity of developed LES method is demonstrated by comparison with the direct numerical simulation (DNS) results.
机译:我们开发了用于研究导热液中可压缩磁力流体动力学(MHD)湍流的大型涡流模拟(LES)方法。磁场中的湍流流动在应用区域和天体物理和空间等离子体物理学中是常见的。在工程应用中,可以提及边界层控制和减少减少的可能性,可以提及通道中的MHD流动(用于钢铸造工艺)和管道(用于冷却核融合反应器)。在以前的作品中,作者使用LES方法用于研究不可压缩的MHD湍流[1],并且已经施加了一种用于可压缩气体的可压缩MHD流动的LES技术[2-5]。然而,在所有提到的论文中,考虑了没有能量平衡方程的MHD方程。由于需要解决能量方程的需要增加,LES技术对导热可压缩MHD流量的应用显着更加困难。这引入了由于总能量方程中的磁场的存在而引入了新的亚级级(SGS)术语。我们在现有工作中开发这些SGS强调的参数化。针对三维衰减可压缩MHD湍流执行各种马赫数的计算。通过与直接数值模拟(DNS)结果进行比较,证明了开发LES方法的有效性。

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