2016
DOI: 10.1109/tie.2016.2569068
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Tracking Control of Robotic Manipulators With Uncertain Kinematics and Dynamics

Abstract: This paper investigates a difficult problem of tracking control for robotic manipulations with guaranteed high-accuracy. Uncertain kinematics, unknown torques including unknown gravitational torque, unknown friction torque, and uncertain dynamics induced by uncertain moment of inertia and disturbance, are addressed. The approach is developed in the framework of observer-based control design. Two sliding mode observers are proposed to handle uncertain kinematics and to estimate unknown torques, respectively. Us… Show more

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Cited by 237 publications
(102 citation statements)
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“…Note that θ(t) in this section is not the pitch angle defined before. That provides desired performance in the existence of uncertainties, when the controller tracks the control input signal using a reference system model as described:x = A mx (t) + B(ω(t)u(t) +θ(t) x(t) L∝ +σ(t)) y = C Tx (t) (10) whereω(t),θ(t) andσ(t) are estimated parameters obtained from adaption laws in each iteration. Then, the error signalx(t) of the model is formed using the plant measured states x(t) and the estimated onesx(t).x (t) =x(t) − x(t)…”
Section: Adaptive Controlmentioning
confidence: 99%
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“…Note that θ(t) in this section is not the pitch angle defined before. That provides desired performance in the existence of uncertainties, when the controller tracks the control input signal using a reference system model as described:x = A mx (t) + B(ω(t)u(t) +θ(t) x(t) L∝ +σ(t)) y = C Tx (t) (10) whereω(t),θ(t) andσ(t) are estimated parameters obtained from adaption laws in each iteration. Then, the error signalx(t) of the model is formed using the plant measured states x(t) and the estimated onesx(t).x (t) =x(t) − x(t)…”
Section: Adaptive Controlmentioning
confidence: 99%
“…The key to adaptive control of underwater vehicle is to approach the challenges arising from nonlinearities of actuator, uncertainties and inherent coupling disturbances in vehicle system [4,6,10,11].…”
Section: Introductionmentioning
confidence: 99%
“…Equivalent controller ensures system state trajectories move to sliding surface and sliding controller is designed to keep the state trajectories on that surface for all future time. Previously SMC and ASMC were proposed for nonlinear systems but the approaches were applied only to simple nonlinear systems [10,11] or the upper bounds were assumed to be known [12].…”
Section: Introductionmentioning
confidence: 99%
“…Additionally, as an efficient observation and identification technique, a high‐order sliding mode observer is applied to deal with the output tracking problem of a MIMO system subjected to a class of actuator faults and unmatched perturbations and the FTC allocation problem . Beyond that, Xiao and Hu have also done a great quantity of work in the FTC theory , especially in the aspect of spacecraft . In , some fault‐tolerant attitude tracking control schemes were developed for spacecraft with partial loss of actuator effectiveness fault.…”
Section: Introductionmentioning
confidence: 99%