This paper presents a systematic approach to concurrently design H2/Hinf dynamic output feedback controllers and find the optimal number of sensors and actuators for continuous linear time-invariant models of complex multi-variate systems. The method formulates this concurrent design and selection as a multi-objective optimization problem where l1 norm regularization is performed on the controller input and output matrices. Two case studies illustrate the potential of the developed approach. The preliminary results obtained from this approach justify the interplay of obtaining a trade-off between the enhanced closed-loop performance and the implementation cost.status: publishe
For a general H2 optimal control problem, first all H2 optimal measurement-feedback controllers are ...
For a general H2 optimal control problem, first all H2 optimal measurement-feedback controllers are ...
For a general H2 optimal control problem, first all H2 optimal measurement-feedback controllers are ...
This paper presents a systematic approach to concurrently design H2/Hinf dynamic output feedback con...
This paper presents a systematic framework to combine Hinf/H2 dynamic output feedback controller des...
This paper presents a systematic framework to combine Hinf/H2 dynamic output feedback controller des...
© 2016 IEEE. This paper is devoted to the problem of optimal selection of a subset of available actu...
© 2017, © 2017 Informa UK Limited, trading as Taylor & Francis Group. When dealing with large-scale ...
For a general H2 optimal control problem, at first all H2 optimal measurement feedback controllers a...
This paper addresses the problem of locating actuators and sensors for linear continuous-time system...
This paper addresses the problem of designing state and output feedback controllers for linear conti...
For a general H2 optimal control problem, at first all H2 optimal measurement feedback controllers a...
For a general H2 optimal control problem, at first all H2 optimal measurement feedback controllers a...
For a general H2 optimal control problem, at first all H2 optimal measurement feedback controllers a...
For a general H2 optimal control problem, at first all H2 optimal measurement feedback controllers a...
For a general H2 optimal control problem, first all H2 optimal measurement-feedback controllers are ...
For a general H2 optimal control problem, first all H2 optimal measurement-feedback controllers are ...
For a general H2 optimal control problem, first all H2 optimal measurement-feedback controllers are ...
This paper presents a systematic approach to concurrently design H2/Hinf dynamic output feedback con...
This paper presents a systematic framework to combine Hinf/H2 dynamic output feedback controller des...
This paper presents a systematic framework to combine Hinf/H2 dynamic output feedback controller des...
© 2016 IEEE. This paper is devoted to the problem of optimal selection of a subset of available actu...
© 2017, © 2017 Informa UK Limited, trading as Taylor & Francis Group. When dealing with large-scale ...
For a general H2 optimal control problem, at first all H2 optimal measurement feedback controllers a...
This paper addresses the problem of locating actuators and sensors for linear continuous-time system...
This paper addresses the problem of designing state and output feedback controllers for linear conti...
For a general H2 optimal control problem, at first all H2 optimal measurement feedback controllers a...
For a general H2 optimal control problem, at first all H2 optimal measurement feedback controllers a...
For a general H2 optimal control problem, at first all H2 optimal measurement feedback controllers a...
For a general H2 optimal control problem, at first all H2 optimal measurement feedback controllers a...
For a general H2 optimal control problem, first all H2 optimal measurement-feedback controllers are ...
For a general H2 optimal control problem, first all H2 optimal measurement-feedback controllers are ...
For a general H2 optimal control problem, first all H2 optimal measurement-feedback controllers are ...