Why Im_ref = 2⋅T ref /3⋅p⋅λ pm for Interior PMSM? in MTPA Control Reference

5 vues (au cours des 30 derniers jours)
aSpinningCoin
aSpinningCoin le 1 Nov 2022
Commenté : Joel Van Sickel le 10 Nov 2022
according to equation: Te= 3/2*p*(λpm*iq+(LdLq)*id*iq)
Im_ref should not equal to 2⋅T ref /3⋅p⋅λ pm for interior PMSM, right? Thanks!
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Rik
Rik le 1 Nov 2022
This is too deep for me. If it is incorrect, you should contact support to have that verified and corrected.
If it is correct but you simply do not understand, I suspect your question is better suited elsewhere.
aSpinningCoin
aSpinningCoin le 1 Nov 2022
Fine, thanks for your reply.

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Joel Van Sickel
Joel Van Sickel le 1 Nov 2022
The first equation your have underlined is the maximum current reference limit used for a specific type of control ( MTPA) while the other equation is the mathematical model of of a motor (albeit a simplified equation as this is for a lumped parameter motor model). These equations are not the same nor should they be, although the controller algorithm is derived from the mathematical model equation (elimnate the (Ld-Lq)*id*iq by setting id to zero and they are identical. Further work is required in the controller after calculating maximum current to calculate reference id and iq current values.
  2 commentaires
aSpinningCoin
aSpinningCoin le 3 Nov 2022
Hi Joel Van Sickel,
Thanks for your reply.
So, if Id is Not 0 (say, in MTPA control), then Te doesn't equal 3/2*p*λpm*iq, right?
if above is right, then Im would not equal 2⋅Te /(3⋅p⋅λ pm), right?
Thanks again.
Joel Van Sickel
Joel Van Sickel le 10 Nov 2022
you are correct, it would be slightly different, which is why the equation for the model is more specific to account for this case.

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