Modelling, Identification and Control 2014
DOI: 10.2316/p.2014.809-052
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Optimal Flight Control on Cessna X Aircraft using Differential Evolution

Abstract: Usually, setting the appropriate optimal gains for Stability Augmentation System and Control Augmentation System for aircrafts depends on the system knowledge by the engineer. When this setting depends on tuning gains such as Proportional Integrator Derivative control or weights as in Linear Quadratic Regulator method, the engineer will use the trial and error process, which is time consuming procedure. In this research, a study of modeling and control system design will be conducted for a business aircraft us… Show more

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Cited by 11 publications
(9 citation statements)
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“…as the LQR controller performance rely on the weighting matrices selection, then it became interesting to automate the weighting searches processes, as shown in [3], where the LQR was genetically optimized for UAV control under wind disturbance, and gave good results in both performance and robustness, and [4] the authors optimized the performance of the controller using the LQR method, with the meta-heuristic Differential Evolution, the controllers were cleared for each flight condition in the Cessna Citation X aircraft flight envelope. In [5], and [6], LQR gains were optimized by using the Genetic Algorithm and were applied on Lynx helicopter, and lateral control on Cessna Citation X business aircraft, the robustness of the controllers was assisted by the guardian map theory, the optimized controllers show a very good results, in other hand, the application of the guardian map is a very long time computation, which made the guardian map method less desirable to clear the controller for the entire flight envelope.…”
Section: Incas Bulletin Volume 9 Issue 2/ 2017mentioning
confidence: 99%
See 1 more Smart Citation
“…as the LQR controller performance rely on the weighting matrices selection, then it became interesting to automate the weighting searches processes, as shown in [3], where the LQR was genetically optimized for UAV control under wind disturbance, and gave good results in both performance and robustness, and [4] the authors optimized the performance of the controller using the LQR method, with the meta-heuristic Differential Evolution, the controllers were cleared for each flight condition in the Cessna Citation X aircraft flight envelope. In [5], and [6], LQR gains were optimized by using the Genetic Algorithm and were applied on Lynx helicopter, and lateral control on Cessna Citation X business aircraft, the robustness of the controllers was assisted by the guardian map theory, the optimized controllers show a very good results, in other hand, the application of the guardian map is a very long time computation, which made the guardian map method less desirable to clear the controller for the entire flight envelope.…”
Section: Incas Bulletin Volume 9 Issue 2/ 2017mentioning
confidence: 99%
“…By using a Cessna Citation X Level D Research Aircraft Flight Simulator designed and manufactured by CAE Inc the benchmark was developed at Laboratory of Active Controls, Avionics and AeroServoElasticity LARCASE in [10]- [11]. This benchmark programmed in Matlab/Simulink was already used for new identification methods designed and developed in [12]- [13], for advanced flight control design and clearance [14]- [15], and for robust control analysis in [4]- [6]. This paper is organized as follows: First a description of the controller optimized using the differential evolution algorithm, the aircraft flight envelope is detailed, and then a brief description of the clearance criteria.…”
Section: Incas Bulletin Volume 9 Issue 2/ 2017mentioning
confidence: 99%
“…Then the difference between two different vectors is weighted by a scalar selected at random to finally obtain the "donor" vector , [27] as defined in equation (9):…”
Section: De Mutationmentioning
confidence: 99%
“…Two integers and are chosen arbitrarily in the exponential crossover from the interval [1, ] , where D represents the dimension, which is the number of parameters subject to optimization [27], and then the trial vector is given as follows: …”
Section: De Crossovermentioning
confidence: 99%
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