This thesis explores the use of ℓ1 and mixed H2/ℓ1 optimization methods to design flight control systems. ℓ1 optimization is used to handle tracking issues in the design of digital compensators. Control deflection and rate limitations, overshoot and undershoot limitations and steady-state error requirements are discussed. Model-matching techniques which produce acceptable tracking results with lower order controllers are also examined. New numerical methods for continuous H2/L1 and discrete H2/ℓ1 optimization are presented. These methods are used to design an aircraft controller in continuous and discrete time and the results are compared
Parameter optimization techniques for the design of linear automatic control systems that are applic...
This thesis presents the results of a study into the use of Hꝏ-optimization for the design of feedba...
A general mixed H2/H∞ optimal control design with multiple H∞ constraints is developed and applied t...
This thesis explores the effectiveness of mixed H2/H∞ optimal control design applied to a realistic ...
This study improved the numerical optimization technique used to compute mixed H2/H∞ controllers. Th...
This thesis examines the use of the mixed H2-Microns optimal control synthesis method in the design ...
This thesis addresses the application issues raised implementing flight control designs derived from...
One of the conclusions from the STOL/MTD program was the need for a multivariable method of designin...
This thesis presents one of the first applications of H∞-optimization to the design of controllers f...
Theoretical development is reported for the parameter optimization design technique needed for digit...
A leading cause of accidents during the landing phase of a flight lies in a considerable altitude lo...
During the last decade, a large research effort has been devoted to the problem of designing robust ...
The master thesis work done by the author encompasses the design of a robust feed-forward controlle...
Advanced nonconvex nonsmooth optimization techniques for fixed-order H∞ robust control are proposed ...
Mathematical optimization is the selection of the best element in a set with respect to a given crit...
Parameter optimization techniques for the design of linear automatic control systems that are applic...
This thesis presents the results of a study into the use of Hꝏ-optimization for the design of feedba...
A general mixed H2/H∞ optimal control design with multiple H∞ constraints is developed and applied t...
This thesis explores the effectiveness of mixed H2/H∞ optimal control design applied to a realistic ...
This study improved the numerical optimization technique used to compute mixed H2/H∞ controllers. Th...
This thesis examines the use of the mixed H2-Microns optimal control synthesis method in the design ...
This thesis addresses the application issues raised implementing flight control designs derived from...
One of the conclusions from the STOL/MTD program was the need for a multivariable method of designin...
This thesis presents one of the first applications of H∞-optimization to the design of controllers f...
Theoretical development is reported for the parameter optimization design technique needed for digit...
A leading cause of accidents during the landing phase of a flight lies in a considerable altitude lo...
During the last decade, a large research effort has been devoted to the problem of designing robust ...
The master thesis work done by the author encompasses the design of a robust feed-forward controlle...
Advanced nonconvex nonsmooth optimization techniques for fixed-order H∞ robust control are proposed ...
Mathematical optimization is the selection of the best element in a set with respect to a given crit...
Parameter optimization techniques for the design of linear automatic control systems that are applic...
This thesis presents the results of a study into the use of Hꝏ-optimization for the design of feedba...
A general mixed H2/H∞ optimal control design with multiple H∞ constraints is developed and applied t...