基于同步旋转坐标系的变频驱动器-异步电动机的获取输入阻抗方法及设备

By establishing a rotor flux-oriented vector control asynchronous motor model and a small-signal modeling method, the problem of solving the input impedance of the variable frequency drive-asynchronous motor was solved, improving the stability analysis of the ship's DC microgrid and realizing the accurate acquisition of the input impedance.

CN117118280BActive Publication Date: 2026-07-17TAN KAH KEE INNOVATION LAB +1

Patent Information

Authority / Receiving Office
CN · China
Patent Type
Patents(China)
Current Assignee / Owner
TAN KAH KEE INNOVATION LAB
Filing Date
2023-03-21
Publication Date
2026-07-17

AI Technical Summary

Technical Problem

How to accurately solve the input impedance of the variable frequency drive-asynchronous motor to solve the problem of high-frequency oscillation of the input and output voltage of the converter in the DC integrated electric propulsion system of ships, especially considering the complexity and low cost of asynchronous motors, the existing technology is difficult to effectively solve its input impedance.

Method used

By establishing a rotor flux-oriented vector control asynchronous motor model, and combining it with the small-signal modeling method, a synchronous rotating coordinate system is used to establish formulas for power balance, Kirchhoff voltage, and vector control relationship between the frequency converter and the asynchronous motor, and finally the input impedance equation is obtained.

Benefits of technology

It enables accurate acquisition of the input impedance of the variable frequency drive-asynchronous motor system, improves the stability analysis capability of the ship's DC microgrid, and enhances the system's stability.

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Abstract

本发明涉及船舶直流综合电力推进技术领域,本发明提供一种基于同步旋转坐标系的变频驱动器‑异步电动机的获取输入阻抗方法,其包括步骤:基于同步旋转坐标系,建立变频器功率平衡公式、异步电动机的基尔霍夫电压公式、变频驱动器和异步电动机之间的矢量控制关系公式;基于以上三种公式建立对应的小信号方程;基于小信号方程和异步电动机中的直流母线电压波动所得到的关系式,建立变频驱动器和异步电动机之间的中间关系式;基于小信号方程和中间关系式,得到变频驱动器和异步电动机之间的输入阻抗方程。借此,能够精确获取系统的输入阻抗,便于对采用变频驱动器‑异步电动机的船舶直流微电网进行阻抗稳定性分析,提高船舶直流微电网的稳定性。
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