Structure and synthesis of PID controllers: Aniruddha Datta, Ming-Tzu Ho and Shankar P. Bhattacharyya; Springer, London, 2000, ISBN 1-85233-614-5doi:10.1016/S0005-1098(02)00275-3Qing-Guo WangAutomaticaDatta, A., Ho, M.T. & Bhattachoryya, S.P. (2000). Structure and Synthesis of PID...
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The controllers are interesting type of information systems. Their structure and parameters for atypical applications usually are selected by trial and error method, which can be time-consuming. In thdoi:10.1007/978-3-319-67220-5_13Krystian Łapa...
Map of string keys and values that can be used to organize and categorize (scope and select) objects. May match selectors of replication controllers and services. Annotations No Map[string]string An unstructured key value map stored with a resource that may be set by external tools to store ...
Create tunable Control Design Blocks to represent the controllers and numeric LTI models to represent the plants. Also, createAnalysisPointblocks to mark the points of interest in each feedback loop. G2 = zpk([],-2,3); G1 = zpk([],[-1 -1 -1],10); C20 = tunablePID('C2','pi'...
Create tunable Control Design Blocks to represent the controllers, and numeric LTI models to represent the plants. Also, create AnalysisPoint blocks to mark the points of interest in each feedback loop. Get G2 = zpk([],-2,3); G1 = zpk([],[-1 -1 -1],10); C20 = tunablePID(...
[1] Apkarian, P. and D. Noll, "Nonsmooth H-infinity Synthesis,"IEEE Transactions on Automatic Control, Vol. 51, No. 1, (2006), pp. 71–86. [2] Apkarian, P. and D. Noll, "Nonsmooth Optimization for Multiband Frequency-Domain Control Design,"Automatica, 43 (2007), pp. 724–731. ...
Create tunable Control Design Blocks to represent the controllers and numeric LTI models to represent the plants. Also, createAnalysisPointblocks to mark the points of interest in each feedback loop. G2 = zpk([],-2,3); G1 = zpk([],[-1 -1 -1],10); C20 = tunablePID('C2','pi'...