第7卷‧第3期,
198307
, pp. 225-231
線性RCG網路狀態模式之綜合
- 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:
旋相器短路導納矩陣的反對稱特性,導致把線性RCG網路狀態模型分解為對稱及反對稱兩部份的構想。此構想除促使「重疊分析」與「重疊綜合」技巧之實現外,僅須經由簡易的代數計算與矩陣分解的技巧,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的方法,完成線性RCG網路狀態模式之綜合。文中並提出嶄新的矩陣變換法,將對角方塊矩陣變換為一般反對稱矩陣,以供網路綜合使用,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 the symmetric-and-skewsymmetric factorization for the state model of the linear RCG(resistance-capacitance-gyrator) networks makes a company of emphasizing the superposition method notonly on the network synthesis but also on the new transformation method of the matrices presented herewhich transforms a diagonal block matrix to the general skew-symmetric matrix. Only algebraic computa-tions and matrix decompositions are used in the systematic and unified synthesis method which yields therealized networks with the least number of storage elements if we have a non-singular state matrix.
- 中文關鍵字:
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- 英文關鍵字:
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