Frequency weighted optimal Hankel-norm approximation of scalar linear systems
This thesis addresses the problem of model reduction for scalar linear time-invariant systems via the use of the optimal Hankel-norm approximation problem. Frequency weighting is combined with optimality in the Hankel norm to obtain a frequency shaped approximation to a given linear system. This is accomplished by the solution of a modified optimal Hankel-norm approximation problem. Also presented is an error analysis for the frequency shaped approximation.
|Collections||Open Access Theses|
|Type:||Thesis (Masters sub-thesis)|
|b10136605_Latham_G_A.pdf||15.14 MB||Adobe PDF|
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