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作者机构:CIIRC - Czech Institute of Informatics Robotics and Cybernetics and Dept. of Instrumentation and Control Eng. Faculty of Mechanical Engineering Czech Technical University in Prague Technická 4 166 07 Praha 6 Czech Republic Department of Computer Science Katholieke Universiteit Leuven Celestijnenlaan 200A HeverleeB-3001 Belgium
出 版 物:《IFAC-PapersOnLine》
年 卷 期:2016年第49卷第10期
页 面:112-117页
核心收录:
基 金:⋆⋆ The presented research has been supported by the Czech Science ⋆ The presented research has been supported by the Czech Science ⋆FoTunhdeaptiroensenutnedderestehaercphrohjaesctbeNeon. s1u6p-p1o7r3t9e8dS bybythtehCe zPecrhogSrcaimenmce Foundation under the project No. 16-17398S by the Programme ofouIntdeartuionniveurnsidteyr AthtterapcrtoiojnectPoNleos. o1f6-t1h7e39B8Sel gibayn tFheedePrarol gSrcaimenmce of Interuniversity Attraction Poles of the Belgian Federal Science ofolIinctyerOunffivce(rIsAitPy APt6t-raDctYioSnCOP)o lebsyofOtPhTeEBCe lgtihaen OFepdtiemrailsaSticoienncine Policy Office(IAP P6-DYSCO) by OPTEC the Optimisation in EonlgicinyeeOrifnfigceC(IeAnPterPo6f-tDheYKSCUOL) eubvyenO PanTdECth etphreoOjecptiGm.i0s7a1ti2o.n11iNn Engineering Center of the KU Leuven and the project G.0712.11N andgiGne.0er7i1n7g.1C1NentoefrtohfetRhesKeaUrchLeFuovuennd aatniodnth-eFlparnodjeecrst (GF.W07O12).11N and G.0717.11N of the Research Foundation - Flanders (FWO). and G.0717.11N of the Research Foundation - Flanders (FWO)
主 题:Multiobjective optimization Computer control systems Constrained optimization Economic and social effects Time delay Timing circuits Distributed time delays Multi criteria optimisation Multi objective problem Pareto frontiers Residual functions Residual vibrations Signal shaper Vibration suppression
摘 要:The paper presents an optimisation based method to parametrize input shapers with time delays of piece-wise-equal distribution. The design respects the two key requirements on the shaper performance that are the prompt response time and the robustness represented by residual vibration functions, which are however conflicting criteria as a rule. Thus, the optimisation task is solved as a constrained multi-objective problem where the constraints respect the additional requirements on the shaper performance such as a non-decreasing step response or zero residual function at some frequency points. The result is a Pareto front that shows a trade-off between the two main requirements. Next to the presentation of the results in an example, a user friendly shaper-design tool is presented. © 2016