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An Adaptive Meshless Method for Magnetic Field Computation

机译:磁场计算的自适应无网格方法

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Design of electromagnetic (EM) actuators often involves solving a magnetic field problem. This paper presents an adaptive meshless method (MLM) that inherits many advantages of the finite-element method (FEM) but needs no explicit mesh structure for design of EM actuators. Specifically, the paper offers a technique to estimate the distribution of numerical errors and a scheme that automatically inserts additional nodes to improve computational accuracy and efficiency. It gives several examples. The first three numerical examples, where exact solutions are available, provide a means to validate the adaptive MLM and evaluate its effectiveness against a regular MLM with a uniform node distribution. The other examples, where magnetic forces are computed from Lorenz's law, illustrate the use of adaptive MLM for practical design of an EM actuator. The paper compares the computed forces against published experimental results.
机译:电磁(EM)执行器的设计通常涉及解决磁场问题。本文提出了一种自适应无网格方法(MLM),该方法继承了有限元方法(FEM)的许多优点,但不需要明确的网格结构即可设计EM执行器。具体来说,本文提供了一种估计数值误差分布的技术以及一种自动插入其他节点以提高计算精度和效率的方案。它给出了几个例子。前三个数值示例(提供精确的解决方案)提供了一种方法,可以验证自适应MLM并针对具有均匀节点分布的常规MLM评估其有效性。根据洛伦兹定律计算磁力的其他示例说明了将自适应MLM用于EM执行器的实际设计。本文将计算出的力与已发表的实验结果进行了比较。

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