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Self consistent impedance determination in multiple circuit paths for resistive magnetohydrodynamic z-pinch flux compression simulations

机译:用于电阻磁流体动力学Z捏通量压缩仿真的多条电路路径中的自洽阻抗确定

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摘要

Electromagnetic boundary conditions can be troublesome in multi-dimensional magnetohydrodynamic simulations of systems containing complex geometries with multiple circuit paths. Accurate modeling of electromagnetic boundary conditions requires the feedback impedance of conducting plasmas in the computational domain to be modeled self consistently with external circuit boundaries. A new method is presented to dynamically calculate inductive and resistive impedance in multiple circuit paths and determine the electromagnetic boundary conditions in a self consistent manner. The new method was implemented into a two dimensional resistive magnetohydrodynamics code in order to simulate azimuthally opposed magnetic flux compression in a z-pinch configuration. Results of the flux compression simulations demonstrate excellent conservation of energy and circuit stability. (C) 2004 Published by Elsevier B.V.
机译:在包含具有多个电路路径的复杂几何形状的系统的多维磁流体动力学仿真中,电磁边界条件可能会很麻烦。电磁边界条件的准确建模要求在计算域中与外部电路边界自一致地对导电等离子体的反馈阻抗进行建模。提出了一种新方法来动态计算多条电路路径中的电感和电阻阻抗,并以自洽的方式确定电磁边界条件。将该新方法实施为二维电阻磁流体动力学代码,以模拟z夹配置中的方位角相反的磁通量压缩。磁通压缩仿真的结果表明,能量和电路稳定性极佳。 (C)2004由Elsevier B.V.发布

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