Challenges with Delta Wound Motor in Torque Control: Seeking Guidance on MTPA Reference Block for reference Id and Iq generation.
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I have a quick question that I hope the community can help me with. I'm working on a torque control model with a delta wound motor and I'm using the 'MTPA Reference' blok or 'IPMSM Control Reference' block for generating Id and Iq references. However, I'm facing an issue where the Id and Iq reference values generated by these blocks do not follow the MTPA curve/Flux Weakeing curve, except for the first operating point which is on MTPA curve.
Here's some additional context: I'm using Ld, Lq, and flux values obtained from electromagnetic software specifically designed for delta motors. Strangely, these blocks work perfectly when I use them with other star-connected motors in torque control.
I'd greatly appreciate it if anyone could shed some light on why this discrepancy might be occurring. If I'm unable to resolve this issue, I'm also in the process of creating my own Id and Iq references. However, I'm struggling with determining the base speed and Flux weakening zone. Does anyone have any reference materials or advice that could assist me in this endeavor?
Thank you in advance for your help! Please look at the attached images for more clarity !!
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回答 (2 件)
Darshan Pandit
2023 年 9 月 13 日
hi aditya,
you may refer to following paper for reference where authors conclude that Any delta connected motor can be analysed in terms of its star equivalent for dynamic studies.[1]
The block you're referring to, will work correctly when either star wound motor parameters are used or MTPA & FOC are implemented to control an equivalent star connected motor for your delta would motor. You can use the parameter estimation tool to find the Ld & Lq parameters for an equivalent start connected motor and use them in your studies.
If you wish us to have a details look at the model, please contact us and we have a team who would be glad to help you out.
Hope this helps.
Have a good day.
[1] P. Pillay, R.G. Harley, E.J. Odendal, A comparison between star and delta connected induction motors when supplied by current source inverters, Electric Power Systems Research, Volume 8, Issue 1, 1984, Pages 41-51, ISSN 0378-7796, https://doi.org/10.1016/0378-7796(84)90032-4.
4 件のコメント
Raghunath Rachabattuni
2023 年 9 月 13 日
編集済み: Raghunath Rachabattuni
2023 年 9 月 13 日
Hi Aditya,
In addition, check the following link for using delta parameters for a motor plant model.
One of the options (the last one) for the plant model selection includes 3-phase switching inverter with Delta-wound pmsm.
This should give you a direction to conduct your simulations using the delta-wound motor's data. You may also include LUT based PMSM Control Reference block or MTPA Control Reference block in the model.
The related example file's name is mcb_ee_pmsm_foc.slx
This selection is available in R2022b onwards.
Best,
RaghuNath
5 件のコメント
Raghunath Rachabattuni
2023 年 9 月 26 日
編集済み: Raghunath Rachabattuni
2023 年 9 月 26 日
As communicated over the emails through techSupport, in your calculations you did not consider voltage constraints while computing the id iq operating points. This results in assuming all the points to be on the MTPA line. However, in reality, with the voltage constraints in place, the points are along the torque line, as predicted by the LUT based PMSM Control Reference block. From the constraint curves that were shared with you, you can observe this. In this case, the delta or star winding configuration doesnt matter. Only the Ld and Lq values matter.
For more ways to plot the constraint curves, you can go to the following link:
Best,
RaghuNath
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