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An implicit scheme for solving the anisotropic diffusion of heat and cosmic rays in the RAMSES code

机译:解决RAMSES代码中热和宇宙射线各向异性扩散的隐式方案

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摘要

Astrophysical plasmas are subject to a tight connection between magnetic fields and the diffusion of particles, which leads to an anisotropic transport of energy. Under the fluid assumption, this effect can be reduced to an advection-diffusion equation, thereby augmenting the equations of magnetohydrodynamics. We introduce a new method for solving the anisotropic diffusion equation using an implicit finite-volume method with adaptive mesh refinement and adaptive time-stepping in the ramses code. We apply this numerical solver to the diffusion of cosmic ray energy and diffusion of heat carried by electrons, which couple to the ion temperature. We test this new implementation against several numerical experiments and apply it to a simple supernova explosion with a uniform magnetic field.
机译:天体等离子体受到磁场与粒子扩散之间的紧密连接,这导致能量的各向异性传输。在流体假设下,该效应可以简化为对流扩散方程,从而扩大了磁流体动力学方程。我们引入了一种新的求解各向异性扩散方程的方法,该方法使用了拉姆西斯代码中具有自适应网格细化和自适应时间步长的隐式有限体积方法。我们将此数值求解器应用于宇宙射线能量的扩散和电子携带的热量的扩散,这些热量耦合到离子温度。我们通过几个数值实验测试了该新实现,并将其应用于具有均匀磁场的简单超新星爆炸。

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