Electerical and control Engineering, Babol Noshivani University of Thecnology
Abstract
This paper presents a systematic approach to design a Lyapunov based super twisting differentiator. The differentiator will be shown convergent in a finite time whilst the relevant time is accurately estimated. This differentiator is the main part to establish the sliding surface in higher order sliding mode. The differentiator is used in the prescribed control structure to regulate pressures of hydrogen and oxygen of a nonlinear Polymer Electrolyte Membrane Fuel Cells (PEMFCs) to prolong the stack life. The aim of the control strategy is to minimize and keep the deviation between the pressures of hydrogen and oxygen. The deviation forms a sliding surface, where its appropriate differentiation is required in the control law. It is why to reconstruct finite time derivatives in a closed-loop control. Finally, simulation result and a comparative study verify the performance of the proposed differentiator and the control structure to provide convergent estimator in finite time.
Rakht Ala, S. M. (2013). Systematic Approach to Design a Finite Time Convergent Differentiator in Second Order Sliding Mode Controller. International Journal of Engineering, 26(11), 1357-1368.
MLA
Seyed Mehdi Rakht Ala. "Systematic Approach to Design a Finite Time Convergent Differentiator in Second Order Sliding Mode Controller". International Journal of Engineering, 26, 11, 2013, 1357-1368.
HARVARD
Rakht Ala, S. M. (2013). 'Systematic Approach to Design a Finite Time Convergent Differentiator in Second Order Sliding Mode Controller', International Journal of Engineering, 26(11), pp. 1357-1368.
VANCOUVER
Rakht Ala, S. M. Systematic Approach to Design a Finite Time Convergent Differentiator in Second Order Sliding Mode Controller. International Journal of Engineering, 2013; 26(11): 1357-1368.