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Algorithm for Transforming Antenna Electromagnetic Near-Field Measured on Spherical Surface into Far-Field Based on Direct Calculation of Stratton and Chu Formulas

机译:基于Stratton和Chu公式的直接计算将球面上测量的天线电磁近场转换为远场的算法

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This study examines the possibility of direct calculation of vector forms of Kirchhoff’s integral in algorithms of electromagnetic near-field to far-field transformation of antenna harmonic radiation. A simple algorithm based on the integral derived from the Stratton and Chu formulas is proposed for the spherical scanning scheme of electromagnetic near-field. Method errors of the proposed algorithm stipulated by the assumptions made in the process of its derivation are investigated by mathematical simulation. The total error is estimated in experiments on reconstruction of antenna amplitude radiation patterns. For comparison, the results of the classical algorithm performance based on electric field expansion in terms of spherical modes are presented in all experiments. It has been shown that the accuracy of the proposed algorithm in comparison with the classical algorithm is not inferior, the programming complexity is lower, while the execution speed is higher on condition of the reconstruction of radiation pattern only in principal sections.
机译:这项研究探讨了在天线谐波辐射的电磁近场到远场转换算法中直接计算基尔霍夫积分的矢量形式的可能性。针对电磁近场的球形扫描方案,提出了一种基于Stratton和Chu公式积分的简单算法。通过数学模拟研究了该算法在推导过程中的假设所规定的方法误差。在重建天线幅度辐射方向图的实验中估计了总误差。为了进行比较,在所有实验中均给出了基于球形模式电场扩展的经典算法性能的结果。结果表明,与经典算法相比,所提算法的准确性并不差,编程复杂度较低,而仅在主要部分重建辐射方向图的情况下,执行速度较高。

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