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Research on Francis Turbine Modeling for Large Disturbance Hydropower Station Transient Process Simulation

机译:大扰动水电站暂态过程仿真的混流式水轮机建模研究

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摘要

In the field of hydropower station transient process simulation (HSTPS), characteristic graph-based iterative hydroturbine model (CGIHM) has been widely used when large disturbance hydroturbine modeling is involved. However, by this model, iteration should be used to calculate speed and pressure, and slow convergence or no convergence problems may be encountered for some reasons like special characteristic graph profile, inappropriate iterative algorithm, or inappropriate interpolation algorithm, and so forth. Also, other conventional large disturbance hydroturbine models are of some disadvantages and difficult to be used widely in HSTPS. Therefore, to obtain an accurate simulation result, a simple method for hydroturbine modeling is proposed. By this method, both the initial operating point and the transfer coefficients of linear hydroturbine model keep changing during simulation. Hence, it can reflect the nonlinearity of the hydroturbine and be used for Francis turbine simulation under large disturbance condition. To validate the proposed method, both large disturbance and small disturbance simulations of a single hydrounit supplying a resistive, isolated load were conducted. It was shown that the simulation result is consistent with that of field test. Consequently, the proposed method is an attractive option for HSTPS involving Francis turbine modeling under large disturbance condition.
机译:在水电站暂态过程仿真(HSTPS)领域中,当涉及大扰动水轮机建模时,基于特征图的迭代水轮机模型(CGIHM)已被广泛使用。但是,通过该模型,应使用迭代来计算速度和压力,并且由于某些原因(例如特殊的特征图轮廓,不适当的迭代算法或不适当的插值算法等),可能会遇到缓慢收敛或没有收敛问题。另外,其他常规的大扰动水轮机模型也有一些缺点,难以在HSTPS中广泛使用。因此,为了获得准确的仿真结果,提出了一种简单的水轮机建模方法。通过这种方法,线性水轮机模型的初始工作点和传递系数在仿真过程中都保持变化。因此,它可以反映水轮机的非线性,可用于大扰动条件下的弗朗西斯水轮机仿真。为了验证所提出的方法,对提供阻性隔离负载的单个水力单元进行了大扰动和小扰动仿真。结果表明,仿真结果与现场测试结果吻合。因此,对于涉及大扰动条件下的弗朗西斯涡轮建模的HSTPS,该方法是一种有吸引力的选择。

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  • 来源
    《Mathematical Problems in Engineering》 |2015年第23期|971678.1-971678.10|共10页
  • 作者单位

    Wuhan Univ, Sch Power & Mech Engn, Wuhan 430072, Peoples R China;

    Wuhan Univ, Sch Power & Mech Engn, Wuhan 430072, Peoples R China;

    Northwest A&F Univ, Coll Water Resources & Architectural Engn, Yangling 712100, Peoples R China;

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