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A CAD APPROACH BASED ON ARTIFICIAL NEURAL NETWORKS FOR CONDUCTOR- BACKED EDGE COUPLED COPLANAR WAVEGUIDES

机译:一种基于人工神经网络的导体后边缘耦合共面波导的CAD方法

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Conventional edge-coupled coplanar waveguide structure was proposed in 1970 to implement a CPW directional coupler. However, the coupling effect is relatively weak due to its edge coupled configuration. To increase the coupling effect, an edge coupled coplanar waveguide structure without the central ground plane was proposed [3]. The coupling coefficient of edge - coupled CPW structure can be enhanced by adding an extra floating conductor on another side of the substrate [2]. The coupling phenomenon associated with this conductor - backed edge coupled CPW structure was characterized by the conventional spectral - domain approach, but the full-wave approach needs a lot of computer resources and the full-wave results were still lack of validation. For design purpose, a fast computational tool is also required to calculate the characteristic impedances of transmission lines, including the CPW structures with or without the backed conductor. In this paper, a new conformal mapping quasi static approximation method based on ANNs is used to calculate accurately the odd-and even-mode characteristic impedances, coupling coefficient and effective permittivities of CB-ECCPWs. ANNs have been recently recognized as a fast and flexible tool for RF and microwave modeling, analysis and design. ANN models are developed from measured or simulated microwave data training process. Resulting ANN models are used in place of CPU- intensive theoretical for fast accurate microwave design, analysis and optimization. The ANN employed in this paper is the MLPNN. Four learning algorithms BR, LM, QN and SCG are used to train the MLPNNs. These learning algorithms are employed to obtain better performance and faster convergence with simpler structure.
机译:在1970年提出了传统的边缘耦合共面波导结构以实现CPW定向耦合器。然而,由于其边缘耦合配置,耦合效果相对较弱。为了增加耦合效果,提出了没有中央接地平面的边缘耦合的共面波导结构[3]。通过在基板的另一侧添加额外的浮动导体,可以提高边缘耦合的CPW结构的耦合系数[2]。通过传统的频谱域方法表征了与该导体背边缘耦合CPW结构相关的耦合现象,但全波方法需要大量的计算机资源,并且全波结果仍然缺乏验证。对于设计目的,还需要快速计算工具来计算传输线的特征阻抗,包括具有或不具有背衬导体的CPW结构。在本文中,基于ANN的新的共形映射准静态近似方法用于精确地计算CB-ECCPW的奇数和偶数模式特征阻抗,耦合系数和有效允许性。 Anns最近被认为是RF和微波建模,分析和设计的快速灵活的工具。 ANN型号由测量或模拟微波数据培训过程开发。使用的ANN型号用于快速准确的微波设计,分析和优化的CPU-密集型理论。本文所采用的ANN是MLPNN。四个学习算法BR,LM,QN和SCG用于训练MLPNN。这些学习算法用于获得更好的性能和更快的融合,具有更简单的结构。

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