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引用次数: 0

摘要

在射电天文学中使用大型天线阵列越来越重要。在这种阵列的设计阶段,电磁仿真是至关重要的。基于积分方程的矩量法(MoM)是天线分析的首选数值方法之一。然而,就内存和运行时扩展而言,MoM的计算成本很高。宏基函数(Macro Basis Function, MBF)技术可用于MoM求解器中,通过聚合低级基函数来创建宏基函数,目的是使用更少的自由度。本文探讨了用于阵列分析的高效MBF求解器的两种研究途径。首先,大域mbf的使用。其次,利用定向交叉逼近(DCA)技术快速计算出MBF约简系统的表项。
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Overview of Macro Basis Function Research for Antenna Array Solvers
The use of large antenna arrays in radio-astronomy is of growing importance. Electromagnetic simulation is crucial during the design phase of such arrays. One of the preferred numerical method for antenna analysis is the integral-equation based Method of Moments (MoM). However, the MoM is computationally expensive, in terms of both memory and runtime scaling. The Macro Basis Function (MBF) technique can be used in MoM solvers to create MBFs by aggregating low-level basis functions with the aim of using fewer degrees of freedom. In this paper, two research avenues for efficient MBF solvers for array analysis are explored. Firstly, the use of Large-Domain MBFs. And secondly, using the Directional Cross Approximation (DCA) technique to rapidly compute the entries of the MBF reduced system.
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