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SPEED PREDICTIVE CONTROL OF FIVE-PHASE PERMANENT MAGNET SYNCHRONOUS MOTOR WITH SINGLE-PHASE OPEN FAULT

机译:单相开放故障的五相永磁同步电动机速度预测控制

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摘要

When a single-phase open fault occurs in five-phase permanent magnet synchronous motor, there is a coupling term between the speed loop and the current loop. It is difficult to suppress the coupling term by using the predictive current control strategy with the conventional cascade structure, which results in speed and torque fluctuations and a reduction of anti-interference ability. Here, an integrated speed predictive control strategy combining speed loop with current loop is proposed to suppress the coupling term. When the motor is in fault of single-phase open, the mathematical model is derived by the coordinate transformation matrix in the alpha-beta coordinate. It is discretized into the speed predictive model by Taylor series. The fault-tolerant current is calculated by the constraint condition of the minimum stator copper loss. Moreover, the cost function is designed with the speed and current error term, and the optimal voltage vector is determined to switch the inverter by the minimum of the cost function among the all basic voltage vectors. The simulation results show that the proposed control strategy can reduce the errors in the speed and torque for the motor system and improve an anti-interference ability by comparing with the conventional strategy.
机译:当在五相永磁同步电动机中发生单相开关时,在速度环和电流回路之间存在耦合项。通过使用具有传统级联结构的预测电流控制策略,难以抑制耦合项,这导致速度和扭矩波动和抗干扰能力的降低。这里,提出了一种与电流回路组合速度环的集成速度预测控制策略以抑制耦合项。当电机处于单相开放的故障时,数学模型由α-beta坐标中的坐标变换矩阵导出。它被泰勒系列离散到速度预测模型中。容错电流通过最小定子铜损的约束条件计算。此外,成本函数被设计为速度和电流误差项,并确定最佳电压矢量以使逆变器通过所有基本电压矢量中的成本函数的最小值。仿真结果表明,该控制策略可以通过与传统策略进行比较来降低电动机系统的速度和扭矩的误差,提高抗干扰能力。

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