A Mathematical Framework For Active Circuits Based On Port Equivalence Using Limit Variables
2006 IEEE INTERNATIONAL SYMPOSIUM ON CIRCUITS AND SYSTEMS, VOLS 1-11, PROCEEDINGS(2006)
摘要
Infinity-variables (infinity-variables) have been used to allow symbolic description of any linear active element in an admittance matrix. This paper attempts a preliminary justification for such use of infinity-variables. We develop the idea of port equivalence and show that infinity-variables are a special case of limit-variables and can be used to imply limits in a set of matrix equations. We show that the presence of infinity-variables in an admittance matrix implies the existence of matrix equivalences which lead to theorems that provide a means for analysis and synthesis of active circuits.
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关键词
circuit analysis,boolean algebra,admittance matrix,active networks,network analysis,admittance,digital circuits,matrix equation,matrices
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