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A custom edge-element FEM solver for eddy current NDT

机译:用于涡流NDT的自定义边缘元件FEM求解器

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In this paper, a custom finite element solver is included, which separates the solution into two steps. First the background field is calculated and stored for later use. Then the test object is meshed with scripts to sequence the elements, nodes, as well as vectorial edges and evaluate the elemental matrices for an arbitrary tetrahedral element. Finally, with the boundary conditions, use the Biot-Savart's law as well as Galerkin equations to obtain the magnetic vector potential of each edge and electric scalar potential of each node. Consequently, the electric field, eddy current and electric scalar potential of each point can be obtained. This treatment avoids the need for re-meshing and simulation results suggest the superiority of this method especially in NDT applications. Furthermore, this solver is suitable for both high frequency and low frequency conditions, which means that the solver can be applied to an extensive scale of skin depth. For instance, the surface of the object can be finely meshed for high frequency simulations in order to accurately describe the skin effect and the flow of surface eddy currents. Finally, the solver can be optimized for small flaws, which is because the elements around the flaw can be meshed more finely. Moreover, there is no need to mesh the target several times as the excitation field can be solved just once and applied a priori, which means only one meshing for the object is enough.
机译:在本文中,一个自定义的有限元求解器被包括在内,这分离溶液分成两个步骤。首先背景场计算和存储以备后用。则测试对象与脚本啮合到序列中的元素,节点,以及矢量的边缘和评估对于任意四面体元素元素矩阵。最后,与所述边界条件,使用毕奥 - 萨伐尔定律以及辽金方程来获得每个边缘和每个节点的标量电位的磁矢量势。因此,可以得到的电场,涡流和电标量的各点的电势。这种治疗方法避免了需要重新网格化和仿真结果表明该方法的优越性尤其是在无损检测应用。此外,该解算器是适合于高频和低频条件下,这意味着该解算器可以应用到广泛的趋肤深度的刻度。例如,物体的表面可以精细地以准确地描述集肤效应和表面涡流的流动啮合高频模拟。最后,求解器可以为小瑕疵,这是因为周围的缺陷的元件可以更精细地啮合被优化。此外,也没有必要啮合目标几次作为激发场可仅一次解决和应用的先验,这意味着只有一个啮合该对象就足够了。

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