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A simple extrapolation method based on current for rapid frequency and angle sweep in far-field calculation of an integral equation algorithm

机译:积分方程算法远场计算中基于电流的快速频率和角度扫描简单外推方法

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The algorithms based on the iterative solution of the integral equations and accelerated by fast solvers to provide efficient and accurate ways to calculate the scattering by large and complex objects. To further increase the efficiency in producing multi-angle and multi-frequency scattering data, attentions are focused on (a) developing precondition techniques to reduce the number of iterations for a converged solution and (b) developing advanced post processing methods which uses the information of the available solution to predict as much scattering data as possible. In this paper, an approximate extrapolation method is introduced to rapidly fill the angular and frequency far-field points using the solutions at sparsely sampled points.
机译:该算法基于积分方程的迭代解并由快速求解器加速,以提供有效且准确的方式来计算大型和复杂对象的散射。为了进一步提高产生多角度和多频率散射数据的效率,注意力集中在(a)开发前提条件技术以减少收敛解的迭代次数,以及(b)开发使用该信息的高级后处理方法解决方案以预测尽可能多的散射数据。在本文中,引入了一种近似外推法,以使用稀疏采样点处的解来快速填充角度和频率远场点。

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