Repetitive control fractional delay filter design method based on Taylor series expansion
A technique for repetitive controller and filter design, applied to harmonic reduction devices and AC networks to reduce harmonics/ripples, etc., can solve problems such as the influence of steady-state accuracy, and achieve stable control systems and effective online tuning capabilities Effect
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[0034] In order to make the objects, features and advantages of the present invention more clearly understood, the specific embodiments of the present invention will be described in detail below with reference to the accompanying drawings.
[0035] The repeated control fractional delay filter design method based on Taylor series expansion is implemented according to the following steps:
[0036] 1) Calculate N=f s / f, where N is the order of the entire repetitive controller, where f s is the sampling frequency of the repetition controller, and f is the reference signal frequency. Delay factor z in repetition control -N =z -(Ni+F) , where N i =int[N] is the integer part of N, F=N-N i (0≤F<1) is the fractional part.
[0037] 2) Select the order M of the fractional delay filter;
[0038] 3) Calculate the subfilter P of the fractional delay filter k (z), k=0,1...M;
[0039] 4) Expand fractional delay z using Taylor series -F ,
[0040]
[0041] It can be seen from th...
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