2017
DOI: 10.1016/j.ifacol.2017.08.976
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Mixed H2/H∞ Tracking Control with Constraints for Single Quadcopter Carrying a Cable-suspended Payload

Abstract: In order to control a single quadcopter with a cable-suspended payload to follow the desired trajectory, a mixed H 2 /H ∞ controller with constraints is developed. Firstly, the EulerLagrange dynamic model is built and linearized. Then the extended model for path tracking problem is designed. Based on linear matrix inequality (LMI), state feedback controller H 2 and H ∞ with constraints is illustrated. Aiming to maintain a good balance in transient behaviors and frequency-domain performance, the mixed controlle… Show more

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Cited by 14 publications
(5 citation statements)
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“…In other similar research [17], the H ∞ linear control was also used in a UAV with 2 mobile thrust, which can have oscillatory behaviors within 40 • , greater than the results achieved in this work (less than 20 • ). In [8], an H ∞ controller is used in a linearized model based on Euler-Lagrange with 0.55 kg mass of the UAV and 0.05 kg mass of the suspended load, and the pendulum oscillation achieved peaks of 20 • . In this research, we presented the application of a H ∞ control for the model based on the Kane equation and achieved better results than the last work based on the Euler-Lagrange modeling.…”
Section: Nonlinear Responsementioning
confidence: 99%
“…In other similar research [17], the H ∞ linear control was also used in a UAV with 2 mobile thrust, which can have oscillatory behaviors within 40 • , greater than the results achieved in this work (less than 20 • ). In [8], an H ∞ controller is used in a linearized model based on Euler-Lagrange with 0.55 kg mass of the UAV and 0.05 kg mass of the suspended load, and the pendulum oscillation achieved peaks of 20 • . In this research, we presented the application of a H ∞ control for the model based on the Kane equation and achieved better results than the last work based on the Euler-Lagrange modeling.…”
Section: Nonlinear Responsementioning
confidence: 99%
“…where T is the controller's transfer function, P 11 is the plant's transfer function from the input to the output, P 21 is the plant's transfer function from the disturbance to the output, and γ is a user-specified performance specification. A distributed output-feedback nonlinear H ∞ control algorithm is proposed in [108][109][110] for flying control problems for quadrotors in the presence of environmental disturbances and noisy measurements. The controller could regulate the parameter uncertainty effect as well as the problems mentioned above.…”
Section: H∞ Controlmentioning
confidence: 99%
“…The primary methods that have been applied to identifying lysine methylated proteins in yeast have been mass spectrometry-based approaches that rely on variations of heavy methyl stable isotope labeling of amino acids in cell culture (SILAC) and analyses of whole cell lysates or fractionated lysates [9,67,73]. The use of affinity purification with sequence nonspecific methyl-lysine reader domains or immunoprecipitation with pan-methyl lysine antibodies has been used in numerous contexts in mammalian cells [7,8,20,39,42,45] however it has not been applied extensively in yeast. These approaches may be particularly useful within the context of gene knockout strains for known or candidate KMTs in order to specifically identify modification sites and their cognate enzymes.…”
Section: Assays In Yeastmentioning
confidence: 99%