首页> 外文会议>International Conference on Wireless Information Networks and Systems >APPLICATION OF CAUCHY INTEGRAL TO APPROXIMATE THE FIELD COMPONENTS AND CURRENT IN METAL DIELECTRICAL POLYGONS - Method of the Field (Current) Restoration Inside and Outside Flat Closed Contour based on Its Known Values at the Contour
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APPLICATION OF CAUCHY INTEGRAL TO APPROXIMATE THE FIELD COMPONENTS AND CURRENT IN METAL DIELECTRICAL POLYGONS - Method of the Field (Current) Restoration Inside and Outside Flat Closed Contour based on Its Known Values at the Contour

机译:Cauchy积分在基于轮廓上的已知值的基于轮廓上的公知封闭轮廓内和外部平面闭合轮廓的金属和介质多元胶囊中的励磁元件和电流的应用

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摘要

The Cauchy integral was proposed as a means to approximate the field components and current in metal and dielectrical polygons. The report illustrates that such a technique can significantly scale down electromagnetic issues solved in spatial-frequency domain. The technique also makes it possible to evaluate the strength of electromagnetic field not only inside the considered closed contour, but outside it even in case when there is no a prior information about object configuration and its physical characteristics.
机译:建议Cauchy积分作为近似金属和电介质多边形的场部件和电流的方法。该报告说明,这种技术可以显着缩放在空间域中解决的电磁问题。该技术还使得可以评估电磁场的强度不仅在被认为的闭合轮廓内,而且在其外部之外,即使在没有关于对象配置及其物理特性的先前信息时。

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