This paper presents an improved method of deriving the ideal maximum-torque-per-ampere (MTPA) angle for a permanent-magnet synchronous machine (PMSM). The algorithm accounts for core saturation and cross coupling of the direct- and quadrature-axis magnetic flux. In addition, the impact of various temperatures is also investigated. The algorithm is demonstrated to provide a <tex-math notation="LaTeX">d-q</tex-math> current reference angle that is very close to the real MTPA-angle for the whole operating range. It is found that if the current dependency of the equivalent circuit machine parameters such <tex-math notation="LaTeX">Ld</tex-math> , <tex-math notation="LaTeX">Lq</tex-math> , and <tex-math notation="LaTeX">Ψₘ</tex-math> is updated for each optimization iteration step in an MTPA algorithm rather than being accounted for directly in the optimization, the MTPA angle is predicted up to 7° too low for the investigated machine. However, with the proposed MTPA-angle method here, this discrepancy is eliminated. Moreover, the consequence of utilizing the derived improved algorithm here is that the losses at the peak torque operating point is 6% lower than without the full optimization. This leads to an enhanced take-off ability by increasing the torque at the rated current by up to 3.6%.
No takes yet. Share an insight, caveat, or question.
Rabiei et al. (2016) studied this question.
Synapse has enriched 5 related papers. Consider them for comparative context: