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Phase-Domain Transmission-Line Modeling With Enforcement of Symmetry Via The Propagated Characteristic Admittance Matrix

机译:通过传播的特征导纳矩阵增强对称性的相域传输线建模

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Transmission-line models for electromagnetic transient simulation are usually based on the traveling-wave method. While recent developments have focused on phase-domain formulations with an emphasis on accuracy and passivity enforcement, no consideration has been given to ensure the symmetry of the model. In this paper, we introduce the symmetry preserving property (SPP) of the propagation matrix H as a way of enforcing a symmetrical model. This property is enforced by replacing the (unsymmetrical) propagation matrix H with the (symmetrical) propagated characteristic admittance matrix during the process of rational fitting. The propagation matrix H is recovered analytically for use in the final line model. We show a procedure for enforcement of SPP and the resulting model is implemented in an Electromagnetic Transients Program-like simulation environment. Although the computational efficiency decreases somewhat with the new approach, the symmetry of the model offers significant advantages. Besides being physically correct, it avoids confusion when performing sanity checking of complex network models.
机译:用于电磁暂态仿真的传输线模型通常基于行波方法。尽管最近的发展集中在相位域公式化上,重点是精度和无源性实施,但并未考虑确保模型的对称性。在本文中,我们介绍了传播矩阵H的对称保持特性(SPP),作为加强对称模型的一种方法。通过在有理拟合的过程中用(对称的)传播特征导纳矩阵替换(不对称的)传播矩阵H来实现此属性。分析性地恢复传播矩阵H,以用于最终线模型。我们显示了执行SPP的过程,并且在类似电磁暂态程序的仿真环境中实现了所得模型。尽管新方法的计算效率有所降低,但模型的对称性具有明显的优势。除了物理上正确之外,它还可以避免在执行复杂网络模型的健全性检查时造成混淆。

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