Proceedings of 2012 UKACC International Conference on Control 2012
DOI: 10.1109/control.2012.6334658
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Experimental validation of a geometric method for the design of stable and broadband vibration controllers using a propeller blade test rig

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“…The final optimised set of complex points can then be interpolated using the Nevanlinna-Pick interpolation algorithm [25] to obtain a continuous and causal design parameter transfer function γ 1 (s), using a similar approach to [22]. Additional parameters in Nevanlinna-Pick interpolation can be tuned to satisfy various frequency response specifications as described in [22,26]. A controller that achieves the desired vibration attenuation performance as encapsulated by this design parameter can be obtained by rearranging (2.9) to give…”
Section: Control System Designmentioning
confidence: 99%
“…The final optimised set of complex points can then be interpolated using the Nevanlinna-Pick interpolation algorithm [25] to obtain a continuous and causal design parameter transfer function γ 1 (s), using a similar approach to [22]. Additional parameters in Nevanlinna-Pick interpolation can be tuned to satisfy various frequency response specifications as described in [22,26]. A controller that achieves the desired vibration attenuation performance as encapsulated by this design parameter can be obtained by rearranging (2.9) to give…”
Section: Control System Designmentioning
confidence: 99%