Induction motor model in rotor flux frame with three phase sinusoidal excitation
This model simulates three phase induction motor model in rotor frame of reference.It is helpful in simulation of induction motor drives.
Electrical system equations:
Vs = Rs is + (1/wb) (dfs/dt) + wf M(pi/2) fs
where the variables is, vs, and fs are 2-dimensional space vectors and M(pi/2) represents a 90 degree space rotator namely [0 -1;1 0]
wf = wm + wr;
wr = Rr Lm/Lr (iqs / fdr)
1/wb Lr/Rr (dfdr/dt) + fdr = Lm ids
fqr = 0
The flux linkage current relations:
fs = Ls is + Lm ir
fr = Lm is + Lr ir
Ls= Lm + Lls;
Lr = Lm + Lrl
Mechanical system equations:
Te = 2H (dwm/dt) + Bm wm + Tl
where Te = Lm/Lr (iqs fdr)
Citar como
Syed Abdul Rahman Kashif (2024). Induction motor model in rotor flux frame with three phase sinusoidal excitation (https://www.mathworks.com/matlabcentral/fileexchange/32394-induction-motor-model-in-rotor-flux-frame-with-three-phase-sinusoidal-excitation), MATLAB Central File Exchange. Recuperado .
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