Feedback-Circuit Decomposition for Linear Forced Systems
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Conservation-Based Feedback-Circuit Decomposition for Linear Forced Systems
Announce Type: cross Abstract: We present a conservation-based feedback-circuit decomposition specifically for general linear forced systems. In a role parallel to that of eigenvalues and eigenvectors for initial-value problems, the complete set of independent intrinsic circuit gains and their associated forcing-transformation vectors provide a complete analytical representation of both transient and equilibrium forced solutions. The sign of intrinsic circuit gains determines whether...
Conservation-Based Feedback-Circuit Decomposition for Linear Forced Systems
Announce Type: new Abstract: We present a conservation-based feedback-circuit decomposition specifically for general linear forced systems. In a role parallel to that of eigenvalues and eigenvectors for initial-value problems, the complete set of independent intrinsic circuit gains and their associated forcing-transformation vectors provide a complete analytical representation of both transient and equilibrium forced solutions. The sign of intrinsic circuit gains determines whether...