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Regulation quality for frequency response of turbine regulating system of isolated hydroelectric power plant with surge tank

机译:带缓冲罐的独立水电厂水轮机调节系统频率响应的调节质量

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摘要

Aiming at the isolated hydroelectric power plant (HPP) with surge tank, this paper studies the regulation quality for frequency response of turbine regulating system under load disturbance. Firstly, the complete mathematical model of turbine regulating system is established and a fifth order frequency response under step load disturbance is derived. Then, the method of primary order reduction and secondary order reduction, for this complete fifth order system of frequency response, is proposed based on dominant poles. By this method, the complete fifth order system is solved and the regulation quality for frequency response is studied. The results indicate that the complete fifth order system always has a pair of dominant conjugate complex poles and three non-dominant poles. The primary fourth order equivalent system, which is obtained by primary order reduction, keeps the dominant poles almost unchanged, therefore it can represent and replace the complete fifth order system and it is obviously superior to other fourth order systems. The primary fourth order equivalent system is superimposed by two second-order subsystems, one of them is corresponding to two non-dominant real poles (i.e. head wave) and the other one is corresponding to a pair of dominant conjugate complex poles (i.e. tail wave), respectively. In the fluctuation process of frequency response, head wave decays very fast and works mainly in the beginning period while tail wave decays very slowly, fluctuates periodically and works throughout the period. The secondary order reduction of complete fifth order system can be conducted by using the second order system of tail wave, which is the main body of frequency response, to represent the fluctuation characteristics. The most important dynamic performance index that evaluates the regulation quality, i.e. settling time, is derived from the fluctuation equation of tail wave. The different characteristic parameters of turbine regulating system have different influences on the change rules of head wave, tail wave and settling time.
机译:针对带有调压罐的隔离水力发电厂,研究了负载扰动下水轮机调节系统频率响应的调节质量。首先,建立了水轮机调节系统的完整数学模型,推导了阶跃负载扰动下的五阶频率响应。然后,针对该完整的五阶频率响应系统,基于优势极点,提出了一次降阶和二次降阶的方法。该方法解决了完整的五阶系统,研究了频率响应的调节质量。结果表明,完整的五阶系统始终具有一对优势共轭复极和三个非优势极。通过一阶降阶获得的一阶四阶等效系统保持主导极几乎不变,因此它可以表示和替换完整的五阶系统,并且明显优于其他四阶系统。初级四阶等效系统由两个二阶子系统叠加,其中一个子系统对应于两个非主导实极(即头波),另一个子系统对应于一对优势共轭复极(即尾波) ), 分别。在频率响应的波动过程中,头波衰减非常快,并且主要在开始阶段起作用,而尾波衰减非常缓慢,周期性地波动并且在整个周期内起作用。可以通过使用作为频率响应主体的尾波的二阶系统来表示完整的五阶系统的二阶降阶,以表示波动特性。评估调节质量的最重要的动态性能指标(即稳定时间)是从尾波的波动方程得出的。汽轮机调节系统的不同特征参数对头波,尾波和稳定时间的变化规律有不同的影响。

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