节点文献
d、q、β0系统及其同步电机数学模型
d, q, β0 System and Its Mathematical Model of Synchronous Machine
【摘要】 本文针对d、q、O系统及a、β、O系统在电机理论分析中的优点及不足,综合提出了一种“旋转-静止”坐标系统,即d、g、β0系统,建立了该系统下的同步电机数学模型,并介绍了这一模型对电机暂态过程进行仿真计算时的应用方法。结果表明,本系统模型具备前两种系统模型的优点,在电机的仿真计算中尤为有效。用该模型对短路故障进行计算的结果已被实验证实。
【Abstract】 Owing to the reliability of evaluation as well as in saving computation time, the transformation research is still attractive and preferable for studying transient behaviour of electrical machines. A "rotating-stationary" reference frame, named as d, q, β0 system, is proposed in the paper, and a new mathematical model of synchronous machine is thereby established. Applications provided for the digital simulation of synchronous machines during symmetrical and asymmetrical disturbances show that the d, q, β0 system can combine the merits of both d, q, 0 and α, β, 0 systems. The calculation results have been verified by comparison with the test results.
【Key words】 Sychronous generators; Coordinate transformation; Transient characteristics; Numerical simulation;
- 【文献出处】 山东工业大学学报 , 编辑部邮箱 ,1986年04期
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