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Stability performance for primary frequency regulation of hydro-turbine governing system with surge tank

机译:带调压箱的水轮机调节系统一次调频的稳定性能

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This paper aims to study the stability for primary frequency regulation of hydro-turbine governing system with surge tank. Firstly, a novel nonlinear mathematical model of hydro-turbine governing system considering the nonlinear characteristic of penstock head loss is introduced. The nonlinear state equations under opening control mode and power control mode are derived. Then, the nonlinear dynamic performance of nonlinear hydro-turbine governing system is investigated based on the stable domain for primary frequency regulation. New feature of the nonlinear hydro-turbine governing system caused by the nonlinear characteristic of penstock head loss is described by comparing with a linear model, and the effect mechanism of nonlinear characteristic of penstock head loss is revealed. Finally, the concept of critical stable sectional area of surge tank for primary frequency regulation is proposed and the analytical solution is derived. The combined tuning and optimization method of governor parameters and sectional area of surge tank is proposed. The results indicate that for the primary frequency regulation under opening control mode and power control mode, the nonlinear hydro-turbine governing system is absolutely stable and conditionally stable, respectively. The stability of the nonlinear hydro-turbine governing system and linear hydro-turbine governing system is the same under opening control model and different under power control model. The nonlinear characteristic of penstock head loss mainly affects the initial stage of dynamic response process of power output, and then changes the stability of the nonlinear system. The critical stable sectional area of surge tank makes the system reach critical stable state. The governor parameters and critical stable sectional area of surge tank jointly determine the distributions of stability states.
机译:本文旨在研究带有调压箱的水轮机调节系统一次频率调节的稳定性。首先,提出了一种基于水头损失非线性特征的水轮机调节系统非线性数学模型。推导了开度控制模式和功率控制模式下的非线性状态方程。然后,基于用于主频率调节的稳定域,研究了非线性水轮机调节系统的非线性动态性能。通过与线性模型的比较,描述了由水压水头损失的非线性特性引起的非线性水轮机调节系统的新特征,揭示了水压水头损失的非线性特性的影响机理。最后,提出了调压罐临界一次稳定截面面积的概念,并给出了解析解。提出了调速器参数与调压罐截面积的组合优化优化方法。结果表明,对于在开度控制模式和功率控制模式下的一次频率调节,非线性水轮机调节系统分别是绝对稳定的和有条件的稳定的。非线性水轮机调节系统和线性水轮机调节系统在开度控制模型下的稳定性相同,在功率控制模型下的稳定性不同。压力头损失的非线性特性主要影响功率输出动态响应过程的初始阶段,进而改变非线性系统的稳定性。调压罐的临界稳定截面积使系统达到临界稳定状态。调速器的调速器参数和临界稳定截面积共同决定了稳定状态的分布。

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