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射频仿真系统中幅度误差对角模拟精度的影响分析

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角模拟精度是射频仿真系统的一项重要指标,而三元组幅度控制误差是影响角模拟精度的重要因素,分析角模拟误差与幅度误差的关系具有重要意义.首先,在三元组最大幅度误差限制下,对固定角位置下的最大角模拟误差问题进行建模,该优化问题是一个非凸优化问题,通过分析其结构特性,获得最优解的六组可能取值.其次,对三元组内任意角位置下的最大角模拟误差问题进行建模,基于固定角位置的优化结果与该问题的结构特性,获得三元组最大角模拟误差的闭式表达式,揭示最大角模拟误差对应的视在辐射中心.然后,分析幅度误差较小时,三元组最大角模拟误差的渐进特性,揭示了渐进角模拟误差随幅度误差变化的线性关系.最后,仿真验证了角模拟精度分析结果的准确性.
Impact Analysis of Amplitude Error on Angle Simulation Precision in RFSS
Amplitude error of each antenna in three-element array is an important factor affecting the angle simula-tion precision,which is a key index in radio frequency simulation system(RFSS).Analyzing the relationship between angle simulation error and amplitude error is of great significance.Firstly,under the maximum amplitude error limita-tion of three-element array,the problem of maximum angle simulation error at a fixed incoming wave direction is mod-eled.This optimization problem is a non-convex optimization problem,and by analyzing its structural characteristics,six possible values for the optimal solution are obtained.Secondly,the problem of maximum angle simulation error at any incoming wave direction within the three-element array is modeled.Based on the optimization results for the fixed incoming wave direction and structural properties of the problem,a closed-form expression for the maximum angle simu-lation error is obtained,and the apparent radiation centers corresponding to the maximum angle simulation error are re-vealed.Then,when the amplitude errors approach zero,the asymptotic characteristics of the maximum angle simulation error of the three-element array are analyzed,revealing that the asymptotic angle simulation error increases linearly with the amplitude error.Finally,the accuracy of the analysis results is proved via numerical simulations.

RFSSthree-element arrayangle simulation precisionamplitude errornon-convex optimization

蒋冬冬、王强、胡东、许磊、郭波

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南京电子技术研究所,南京 210039

射频仿真系统 三元组 角模拟精度 幅度控制误差 非凸优化

江苏省双创博士项目

JSSCBS20221695

2024

航空兵器
中国空空导弹研究院

航空兵器

CSTPCD北大核心
影响因子:0.453
ISSN:1673-5048
年,卷(期):2024.31(3)
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