Weighting pattern

A weighting pattern for a linear dynamical system describes the relationship between an input $u$ and output $y$ . Given the time-variant system described by

then the output can be written as

where $T(\cdot,\cdot)$ is the weighting pattern for the system. For such a system, the weighting pattern is $T(t,\sigma) = C(t)\phi(t,\sigma)B(\sigma)$ such that $\phi$ is the state transition matrix.

单词	Weighting pattern
释义	Weighting pattern 英语百科 Weighting pattern A weighting pattern for a linear dynamical system describes the relationship between an input $u$ and output $y$ . Given the time-variant system described by then the output can be written as where $T(\cdot,\cdot)$ is the weighting pattern for the system. For such a system, the weighting pattern is $T(t,\sigma) = C(t)\phi(t,\sigma)B(\sigma)$ such that $\phi$ is the state transition matrix.
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