• 作者： 張俊明
• 作者服務機構： 私立中原大學電機工程學系
• 中文摘要： 本文旨在利用重疊之觀念，將任一代表線性網路之狀態模式，以具有線性RLC-EJ之網路予以綜合。為了簡化網路之拓樸結構，首先導出具有適當樹，無獨立電流源及在基本迴路中樹支電阻與弦支電阻無拓樸關係之線性RLC-EJ網路之狀態模式。其以重疊觀念分析之結果，導致將線性RLC-EJ網路之狀態模式分解為一同時具有對稱及反對稱特性之部份及另一與受制矩陣有關之部份。此一分解構想，除促使「重疊綜合」技巧之實現外，僅須經由簡易的代數計算，電源變換及矩陣分解的技巧，無須依循相似變換及求取反矩陣之繁複過程，即可成功的發展一有系統及具統一性之方法，完成線性RLC-EJ網路狀態模式之綜合。所綜合的網路，在狀態矩陣為非單性時，具有最少的儲能元件。
• 英文摘要： In this paper to factor the state model of linear RLC-EJ networks, which have a proper tree and notopological relationship between branch- and chord- resistors in the fundamental circuits defined by chordresistors or inductors, into two parts, one of which is a hybrid symmetric-skewsymmetric matrix and theother of which is relevant to the dependency matrix, leads to the application of the superposition methodto the synthesis for such a network, i.e., to superpose the synthesized network in terms of the hybrid sym-metric-skew symmetric matrix on that in terms of the remaining one relevant to the dependency matrix.Only algebraic computations, matrix decomposition, and source transformations are used in the systematicand unified synthesis procedures which yield the realized networks with the least number of storage ele-ments if we have a nonsingular state matrix.
• 中文關鍵字： network synthesis; network state model; superposition analysis; superposition synthesis; source transformation
• 英文關鍵字： --