For linear time invariant systems, transfer function and state space representation are the two model forms mostly used in control engineering and theory. Apart from their capability of modelling system input and output transfer dynamics, the state space representation is the basis for the description of system internal dynamics as well as the associated structural properties like controllability and observability.

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System Factorisations, Kernel and Image Representations and Subspaces

  • Steven X. Ding

摘要

For linear time invariant systems, transfer function and state space representation are the two model forms mostly used in control engineering and theory. Apart from their capability of modelling system input and output transfer dynamics, the state space representation is the basis for the description of system internal dynamics as well as the associated structural properties like controllability and observability.