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    • 3. 发明申请
    • A METHOD FOR IMPROVING SMALL DISTURBANCE STABILITY AFTER DOUBLE-FED UNIT GETS ACCESS TO THE SYSTEM
    • 双层单元访问系统后改善小干扰稳定性的方法
    • US20150318697A1
    • 2015-11-05
    • US14649532
    • 2014-03-28
    • GANSU ELECTRIC POWER CORPORATION WIND POWER TECHNOLOGY CENTER
    • NINGBO WANGCHONGRU LIULONG ZHAOYI DINGZHONGYI LIUYANHONG MADAN WANGDAN JINWENYING LIUSHIYUAN ZHOUKUN DINGQIANG ZHOUJIN LI
    • H02J3/00G05B13/04G06F17/16
    • H02J3/00G05B13/04G06F17/16
    • A method for improving system small disturbance stability after double-fed unit gets access to the system belongs to the field of electric power system operation and control technology. A sensitivity analysis is adopted to optimize parameter, through making sensitivity analysis on the non-ideal dominant mode happens to the system to find out several nonzero elements that are most sensitive to this mode in system matrix; elements of state matrix is adopted to replace the elements of system matrix to make analysis so as to find out the most relevant parameter set; setting parameters change in the interval to observe track for the change of eigenvalues of corresponding mode and then balancing and optimizing system parameters comprehensively according to the change of eigenvalues. Without adding other control means, the present invention can improve dominant modal damping caused by selecting improper controller parameters or system parameters after double-fed unit gets access to the system without increasing cost; as this method is also highly targeted, exhaustive efforts for all the adjustable parameters of the system can be avoided, which not only greatly decreases workload, but also improves computational efficiency, so that it is very instructive.
    • 双馈单元进入系统后,提高系统小扰动稳定性的方法属于电力系统运行和控制技术领域。 采用灵敏度分析优化参数,通过对系统发生非理想主导模式的敏感性分析,发现系统矩阵中对这种模式最敏感的几个非零元素; 采用状态矩阵的元素来代替系统矩阵的元素进行分析,找出最相关的参数集; 设置参数间隔变化,观察相应模式特征值变化的轨迹,然后根据特征值的变化,全面平衡和优化系统参数。 在不增加其他控制手段的情况下,本发明可以改善在双馈单元进入系统之后选择不正确的控制器参数或系统参数导致的主要模态阻尼,而不增加成本; 由于这种方法也具有很高的针对性,因此可以避免系统所有可调整参数的全面努力,不仅大大降低了工作量,而且提高了计算效率,从而使其具有很大的指导意义。