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A Novel Way to Increase the Accuracy of Current-Calculating on Metal Surface Using FDTD Method

机译:一种新的方法,可以使用FDTD方法提高金属表面电流计算精度的方法

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In calculating the surface current of metal block using FDTD method, the tangential components of magnetic field on metal block surface cannot be obtained directly, most common way is to use the tangential components of adjacent grid to replace the real tangential magnetic field of metal block to calculate surface current. But when the test points are close to geometry edge, the magnetic field changes acutely, there will be a certain error using this method. The simulation results in this paper proved this phenomenon. In view of this issue, this paper proposes a surface current calculation method based on the Ampere circulation integral algorithm. The simulation results show out that this new method is a very efficient way to improve the calculation precision of surface current at the price of little increasing of computational complexity, and the accuracy of RCS result is increasing in some special angle.
机译:在使用FDTD方法计算金属块的表面电流时,不能直接获得金属块表面上的磁场的切向分量,最常见的方式是使用相邻网格的切向分量来更换金属块的实际切线磁场。 计算表面电流。 但是当测试点接近几何边缘时,磁场急剧变化,使用此方法会有一定的错误。 本文的仿真结果证明了这种现象。 鉴于此问题,本文提出了一种基于安培循环积分算法的表面电流计算方法。 仿真结果表明,这种新方法是一种非常有效的方法,可以提高表面电流的计算精度,价格越来越多地增加计算复杂性,并且RCS结果的准确性在一些特殊角度上增加。

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