Abstract
This study deals with the design of Bernstein polynomials based compensator in order to attenuate the degrading effect of saturation nonlinearities in process control applications. The proposed compensator is structured in terms of Bernstein polynomials and a frequency dependent cost function is utilized in order to calculate the optimal coefficients for the proposed compensator. In order to illustrate the efficiency of proposed compensator, a well-known benchmark process control problem, the coupled tank system, is taken into consideration in this study. The success of the proposed compensator is illustrated via frequency based harmonic plots and time domain plots of saturated control signal.
Keywords
Control theory (sociology)
Nonlinear system
Benchmark (surveying)
Describing function
Bernstein polynomial
Saturation (graph theory)
Mathematics
Frequency domain
Harmonic
Function (biology)
Computer science
Applied mathematics
Control (management)
Mathematical analysis
Physics
Subject Areas
Control Systems and Identification
·Control and Systems Engineering ·Physical Sciences
Advanced Control Systems Design
·Control and Systems Engineering ·Physical Sciences
Advanced Control Systems Optimization
·Control and Systems Engineering ·Physical Sciences
Citations by Year
2023: 1
2024: 1
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