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Second-order sensitivity analysis of electromagnetic performance with respect to surface nodal displacements for reflector antennas and its benefits in integrated structural–electromagnetic optimisation

机译:反射天线表面节点位移电磁性能的二阶灵敏度分析及其在集成结构电磁优化中的优势

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摘要

Integrated structural-electromagnetic optimisation design is an interesting area in the field of antenna design. Due to the urgent requirements on second-order sensitivity analysis to benefit the integrated iterative procedure, based on the authors' previous work, an analytic second-order partial derivative formula of electromagnetic performance - directivity with respect to surface nodal displacements for reflector antennas is deduced. In this formula, the electromagnetic performance is obtained by superposition of radiation integrals on each small triangular element. Then, a perturbation of surface nodal displacement is introduced to re-express the distorted radiation integral. By partially differentiating the distorted phase error in radiation integral with respect to nodal perturbation over the corresponding triangular element twice, the second-order partial derivative is derived. Two reflectors - an axis-symmetrical one and an offset one, are illustrated in simulation to show the second-order partial derivatives in contour plots. A comparative simulation is performed to illustrate its benefits in integrated structural-electromagnetic optimisation.
机译:集成结构电磁优化设计是天线设计领域中一个有趣的领域。由于对二阶灵敏度分析的迫切要求使集成迭代程序受益,在作者先前的工作基础上,推导了电磁性能的解析二阶偏导数公式-反射器天线相对于表面节点位移的方向性。在该公式中,电磁性能是通过将辐射积分叠加在每个小三角形元素上而获得的。然后,引入表面节点位移的扰动以重新表达失真的辐射积分。通过部分地将辐射积分中的畸变相位误差相对于相应三角形元素上的节点扰动进行两次微分,可以得出二阶偏导数。仿真中显示了两个反射器-轴对称反射器和偏移反射器,以显示等高线图中的二阶偏导数。进行了比较仿真,以说明其在集成结构电磁优化中的优势。

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