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首页> 外文期刊>Microwave and optical technology letters >SENSITIVITY ANALYSIS OF ITERATIVE ADJOINT TECHNIQUE FOR MICROSTRIP CIRCUITS OPTIMIZATION
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SENSITIVITY ANALYSIS OF ITERATIVE ADJOINT TECHNIQUE FOR MICROSTRIP CIRCUITS OPTIMIZATION

机译:微带电路优化的迭代伴随技术敏感性分析

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This paper presents an accurate and efficient full-wave method, combined with iterative adjoint technique, for analyzing sensitivities of planar microwave circuits with respect to design parameters. Method of moments (MoM) in spatial domain is utilized, and generalized conjugate residual iterative scheme is applied to solve the linear matrix equations with fast convergence. Green's functions for multilayer planar structures in DCIM form are employed to simplify the spatial domain manipulation. In the present method, a conventional integration model and the corresponding adjoint model are solved by MoM respectively. The adjoint technique, with the aid of iterative schemes, could significantly reduce the computational requirements, especially for the large electrical size device with many perturbing design parameters. Numerical results of S-parameter sensitivities of a low-pass microstrip filter by the present method are presented. Accuracy and efficiency are validated.
机译:本文提出了一种精确有效的全波方法,结合迭代伴随技术,用于分析平面微波电路相对于设计参数的灵敏度。利用空间域的矩量法(MoM),采用广义共轭残差迭代法求解线性矩阵方程,收敛速度快。格林采用DCIM形式的多层平面结构的功能来简化空间域操作。在本方法中,传统的集成模型和相应的伴随模型分别通过MoM求解。伴随技术在迭代方案的帮助下,可以显着降低计算需求,尤其是对于具有许多干扰设计参数的大型电气设备。给出了本方法对低通微带滤波器S参数灵敏度的数值结果。准确性和效率得到验证。

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