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Study of plasma equilibrium in toroidal fusion devices using mesh-free numerical calculation method

机译:无网格数值计算方法研究环形融合装置中的等离子体平衡

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Plasma confinement using external magnetic field is one of the successful ways leading to the controlled nuclear fusion. Development and validation of the solution process for plasma equilibrium in the experimental toroidal fusion devices is the main subject of this work. Solution of the nonlinear 2D stationary problem as posed by the Grad-Shafranov equation gives quantitative information about plasma equilibrium inside the vacuum chamber of hot fusion devices. This study suggests solving plasma equilibrium equation which is essential in toroidal nuclear fusion devices, using a mesh-free method in a condition that the plasma boundary is unknown. The Grad-Shafranov equation has been solved numerically by the point interpolation collocation mesh-free method. Important features of this approach include truly mesh free, simple mathematical relationships between points and acceptable precision in comparison with the parametric results. The calculation process has been done by using the regular and irregular nodal distribution and support domains with different points. The relative error between numerical and analytical solution is discussed for several test examples such as small size Damavand tokamak, ITER-like equilibrium, NSTX-like equilibrium, and typical Spheromak. Published by AIP Publishing.
机译:使用外部磁场限制等离子体是导致受控核聚变的成功方法之一。这项工作的主要主题是开发和验证实验性环形融合装置中的血浆平衡解决方案。由Grad-Shafranov方程提出的非线性2D平稳问题的解决方案提供了有关热聚变装置真空室内等离子体平衡的定量信息。这项研究建议在等离子体边界未知的情况下,使用无网格方法来求解在环形核聚变设备中必不可少的等离子体平衡方程。 Grad-Shafranov方程通过点插值搭配无网格法进行了数值求解。与参数结果相比,该方法的重要功能包括真正的无网格,点之间的简单数学关系以及可接受的精度。通过使用规则和不规则的节点分布以及具有不同点的支持域来完成计算过程。讨论了几个测试示例(例如小型Damavand托卡马克,ITER类平衡,NSTX类平衡和典型Spheromak)的数值和解析解之间的相对误差。由AIP Publishing发布。

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