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Analysis of Crosstalk Problem in Multi-Twisted Bundle of Multi-Twisted Wire Based on BSAS-BP Neural Network Algorithm and Multilayer Transposition Method

机译:基于BSAS-BP神经网络算法和多层换位法的多双绞线多双绞线串扰问题分析

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摘要

Twisted wire used in complex systems has the ability to reduce electromagnetic interference, but crosstalk within the wire is not easy to obtain. This paper proposes a method to predict the crosstalk of multitwisted bundle of multi-twisted wire (MTB-MTW). A neural network algorithm based on back propagation optimized by the beetle swarm antennae search method (BSAS-BPNN) is introduced to mathematically describe the relationship between the twist angle of the wire harness and the per-unit-length (p.u.l) parameter matrix. Considering the symmetry of the model, the relationship between the unresolved angle of the BSAS-BPNN algorithm and the p.u.l parameter matrix is processed by using the multilayer transposition method. Based on the idea of the cascade method and the finite-difference time-domain (FDTD) algorithm in Implicit-Wendroff format, the crosstalk of the wire is obtained. Numerical experiments and simulation results show that the new method proposed in this paper has better accuracy for the prediction of the model. The new method can be generalized to the MTB-MTW model with any number of wires. All theories provide preliminary theoretical basis for electromagnetic compatibility (EMC) design of high-band circuits.
机译:复杂系统中使用的扭曲电线具有降低电磁干扰的能力,但电线内的串扰不易获得。本文提出了一种预测多捻线(MTB-MTW)的多捻束的串扰的方法。引入基于甲虫群落搜索方法(BSAS-BPNN)优化的基于反向传播的神经网络算法,以在数学上描述线束和每单位长度(P.U.L)参数矩阵之间的关系。考虑到模型的对称性,通过使用多层换位法处理BSAS-BPNN算法的未解决方案与P.U.L参数矩阵之间的关系。基于级联方法的思想和隐式WendRoff格式中的级联方法和有限差分时域(FDTD)算法,获得了线的串扰。数值实验和仿真结果表明,本文提出的新方法具有更好的准确性来预测模型。新方法可以通过任何线路推广到MTB-MTW模型。所有理论为高频电路的电磁兼容性(EMC)设计提供了初步理论依据。

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