Quantitative evaluation method for reliability of multi-phase motor windings based on Markov model
A Markov model and multi-phase motor technology, which is applied in the field of motor windings, can solve the problems of not considering the success rate of fault tolerance and state transition, and the complexity of the calculation process, so as to simplify the calculation amount and improve the calculation efficiency.
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[0040] refer to figure 1 , a method for quantitatively evaluating the reliability of a multi-phase motor winding based on a Markov model proposed by the present invention includes the following steps.
[0041] S1. List the fault-tolerant state of the multi-phase motor winding. The fault-tolerant state is the working state with faults in which the multi-phase motor winding maintains reliable operation. Reliable operation means that the output torque of the multi-phase motor winding is not less than the preset output threshold. That is, the fault-tolerant state is a working state with faults when the output torque of the windings of the multi-phase motor is not less than a preset output threshold.
[0042] Specifically, for a multi-phase motor winding, as long as the number of phases of the healthy winding satisfies a certain number, reliable operation can be guaranteed. That is, the fault-tolerant state includes: one-phase broken state, two-phase broken state... broken x-phase...
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