%0 Journal Article %T 时变性切削负载对异步型电主轴动态控制精度的影响<br>Influence of Time-varying Cutting Load on Dynamic Control Accuracy of Asynchronous Motorized Spindle %A 康辉民 %A 张朝星 %A 刘艳余 %A 许功元 %A 胡斌梁 %A 周知进 %J 机械科学与技术 %D 2017 %X 针对电主轴在高速切削过程中动态精度控制不稳定问题,提出一种依据电主轴定子输入端电压、电流值来预测主轴输出转矩和转速的方法。该方法根据无速度传感器矢量控制原理,结合主轴电阻、电感等电磁参数,以转子磁链幅值和相位角为桥梁,建立电主轴定子输入端的三相电压、电流与转子输出端转速、转矩之间的数学模型,从而构建无速度传感器矢量控制下速度外环和电流内环的双闭环控制系统。通过该双闭环系统,将电主轴在切削过程中定子输入端的三相电压、电流,转换成两相旋转坐标系下的电压、电流。并在此基础上,进一步将电流环分解为磁链环和转矩环两个独立控制的子系统,以分别控制转子磁链和电磁转矩,从而可以通过观测磁链环的励磁电流和转矩环转矩电流的变化趋势,判断主轴输出端转矩、转速的稳定性。最后通过切削实验,验证了上述方法的可行性。<br>To study the instability of dynamic accuracy control of motorized spindle in high-speed cutting process, a method to predict the output torque and speed of motorized spindle based on the voltage and current value of the input terminal of stator is put forward. The method is based on the principle of speed-sensorless vector control and combined with the electromagnetic parameters such as spindle resistance and inductance. And it takes the rotor flux linkage amplitude and phase angle as a bridge to establish mathematical model between the three-phase voltage and current of the stator input and the speed and torque of rotor output. A double closed-loop control system of speed outer loop and current inner loop on speed sensorless vector control is constructed. With the double closed-loop system, the three-phase voltage and current of the stator input during the cutting process are converted into the voltage and current in the two-phase rotating coordinate system. On this basis, the current loop is further decomposed into two independent control subsystems:flux linkage loop and torque loop to control the rotor flux linkage and the electromagnetic torque respectively. The output stability of torque and speed of the spindle can be determined by observing the current trends of flux linkage loop and torque loop. Finally, the method above is verified by cutting experiments %K 电主轴 %K 矢量控制 %K 切削负载 %K 动态控制 %K 精度< %K br> %K motorized spindle %K vector control %K cutting load %K dynamic control %K accuracy %U http://journals.nwpu.edu.cn/jxkxyjs/CN/abstract/abstract6812.shtml