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The aim of this work is to propose a robust control to mitigate lateral skid of wheeled vehicles and to evaluate its effectiveness in face of perturbations given by driving commands as well as model and terrain parameters. A polytopic description of the system and Lyapunov stability tools are used to derive conditions to ensure the mitigation of lateral skid phenomenon. Simulations in CarSim under severe operation conditions that include wet terrain are used to illustrate the effectiveness of the proposed strategy for a variety of vehicle models. [ABSTRACT FROM AUTHOR]

In this study, a robust current switching control of converters is proposed. It is proved that the controller is able to guarantee global current regulation, as well as the maximum voltage and current ripple, simultaneously. Such features make it ideal for implementing power‐management strategies and to be used along fuel cells. The control scheme is shown to be robust against model uncertainty and since it is based on the piece‐continuous model instead of average models, it is suitable for operation under a wide range of conditions. Moreover, its complexity does not increase with the number of cells. Experimental evidence of the advantages and features of the proposed control is presented in a two‐cell boost converter. [ABSTRACT FROM AUTHOR]

The problem of stabilizing the Chua circuit about equilibrium points is addressed in this paper. Singular perturbation methods are used to prove that semiglobal stabilization of the circuit trajectories about equilibrium points can be achieved by means of current damping injection in a single circuit node. It is shown that such damping injection can be implemented with a standard high-pass filter. In this way, the resulting feedback control strategy has interesting robustness features since an a priori knowledge of the circuit equilibrium points is not required. Experimental work is used to illustrate the control performance. [ABSTRACT FROM AUTHOR]

Addresses the problem of designing a robust tracking controller for a nonlinear Chua's circuit involving plant uncertainties and external disturbances. Use of Chua's circuits in the study of the dynamics and control of nonlinear circuits; Basis of the development of a robust tracking controller; Characteristic of the developed controller.