A Real-Time SOSM Super-Twisting Technique for a Compound DC Motor Velocity Controller

Morfin, Onofre A. y Castañeda, Carlos E. y Valderrabano González, Antonio y Hernandez González, Miguel y Valenzuela, Fredy A. (2017) A Real-Time SOSM Super-Twisting Technique for a Compound DC Motor Velocity Controller. Energies, 10 (9). pp. 1-18. ISSN 1996-1073

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Resumen

bstract: In this paper, a real-time robust closed-loop control scheme for controlling the velocity of a Direct Current (DC) motor in a compound connection is proposed. This scheme is based on the state-feedback linearization technique combined with a second-order sliding mode algorithm, named super-twisting, for stabilizing the system and achieving control goals. The control law is designed to track a periodic square reference signal, being one of the most severe tests applied to closed-loop systems. The DC motor drives a squirrel-cage induction generator which represents the load; this generator must work above the synchronous velocity to deliver the generated power towards the grid. A classical proportional-integral (PI) controller is designed for comparison purposes of the time-domain responses with the proposed second-order sliding mode (SOSM) super-twisting controller. This robust controller uses only a velocity sensor, as is the case of the PI controller, as the time derivative of the velocity tracking variable is estimated via a robust differentiator. Therefore, the measurements of field current and stator current, the signal from a load torque observer, and machine parameters are not necessary for the controller design. The validation and robustness test of the proposed controller is carried out experimentally in a laboratory, where the closed-loop system is subject to an external disturbance and a time-varying tracking signal. This test is performed in real time using a workbench consisting of a DC motor—Alternating Current (AC) generator group, a DC/AC electronic drive, and a dSPACE 1103 controller board. Keywords: compound DC motor velocity controller; feedback linearization; second-order sliding modes

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