Adaptive fuzzy optimal control method and system for nonlinear discrete system of ship heading
A nonlinear control, adaptive fuzzy technology, applied in the direction of adaptive control, general control system, control/regulation system, etc. The effect of reducing energy consumption, increasing speed and accuracy, and speeding up tracking
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[0121] Based on the above method, taking the actual ship as an example, computer simulation is carried out. Known: A ship heading discrete nonlinear system mathematical model parameter a 1 = 1,a 2 =30, K=0.2, T=64, designed parameters γ=0.05, γ c = 0.01, β = 0.05. Verify the validity of the control algorithm in this paper. The tracking signal selects a mathematical model that can represent the actual performance requirements:
[0122] φ m (k+2)+0.1φ m (k+1)+0.0025φ m (k) = 0.0025φ r (k) (15)
[0123] In the formula, Ideal system performance for ship heading, is a processed input signal, its value is 0°~30°, and its period is 500s.
[0124] Adaptive fuzzy optimal control method for ship heading nonlinear discrete system, the simulation results are as follows image 3 shown. It can be seen that the self-adaptive fuzzy optimal algorithm designed by this method, the control system can quickly obtain the desired system output, and has good tracking performance.
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