针对不同工况下水轮机调节系统的控制要求,从计算机仿真的角度,讨论水轮机调速器参数优化的目标和意义。利用过渡过程和ITAE(integral of time-weighted absolute error)准则,着重对单机工况下的参数优化策略进行研究。通过分析PID控制...针对不同工况下水轮机调节系统的控制要求,从计算机仿真的角度,讨论水轮机调速器参数优化的目标和意义。利用过渡过程和ITAE(integral of time-weighted absolute error)准则,着重对单机工况下的参数优化策略进行研究。通过分析PID控制系统优化模式之间矛盾产生的机理,即扰动抑制性能和稳定性能在本质上的不相容性,确立了优先保证稳定性的参数优化策略,据此提出首先通过给定值跟随优化模式确定参数KP以保证稳定性,再通过扰动抑制优化模式确定参数KI、KD以优化扰动抑制性能的二次参数优化法,并对斯坦因经验公式进行了相应的修正。仿真结果证明该方法可很好地缓解该工况下稳定性与抗负荷扰动能力的矛盾,是可行和有效的。展开更多
There exists a large class of nonlinear systems with uncertainties, such as hydrau- lic turbine governors, whose robust control problem is hard to solve by means of the existing robust control approaches. For this cla...There exists a large class of nonlinear systems with uncertainties, such as hydrau- lic turbine governors, whose robust control problem is hard to solve by means of the existing robust control approaches. For this class of systems, this work pre- sents a dynamic extending H∞ controller via both differential geometry and H∞ the- ory. Furthermore, based on differential game theory, it has been verified that the proposed control strategy has robustness in the sense that the disturbance can be attenuated effectively because the L2-gain from the disturbance input to the regu- lation output signal could be reduced to any given level. Thirdly, a robust control strategy for hydraulic turbine governor is designed according to the proposed ex- tending H∞ control method, and has been developed into a real control equipment. Finally the field experiments are carried out which show clearly that the developed control equipment can enhance transient stability of power systems more effec- tively than the conventional controller.展开更多
文摘针对不同工况下水轮机调节系统的控制要求,从计算机仿真的角度,讨论水轮机调速器参数优化的目标和意义。利用过渡过程和ITAE(integral of time-weighted absolute error)准则,着重对单机工况下的参数优化策略进行研究。通过分析PID控制系统优化模式之间矛盾产生的机理,即扰动抑制性能和稳定性能在本质上的不相容性,确立了优先保证稳定性的参数优化策略,据此提出首先通过给定值跟随优化模式确定参数KP以保证稳定性,再通过扰动抑制优化模式确定参数KI、KD以优化扰动抑制性能的二次参数优化法,并对斯坦因经验公式进行了相应的修正。仿真结果证明该方法可很好地缓解该工况下稳定性与抗负荷扰动能力的矛盾,是可行和有效的。
基金Supported by the National Natural Science Foundation of China (Grant Nos. 50525721, 50595411) Chinese State Power Corporation (Grant No. SPKJ008-05)
文摘There exists a large class of nonlinear systems with uncertainties, such as hydrau- lic turbine governors, whose robust control problem is hard to solve by means of the existing robust control approaches. For this class of systems, this work pre- sents a dynamic extending H∞ controller via both differential geometry and H∞ the- ory. Furthermore, based on differential game theory, it has been verified that the proposed control strategy has robustness in the sense that the disturbance can be attenuated effectively because the L2-gain from the disturbance input to the regu- lation output signal could be reduced to any given level. Thirdly, a robust control strategy for hydraulic turbine governor is designed according to the proposed ex- tending H∞ control method, and has been developed into a real control equipment. Finally the field experiments are carried out which show clearly that the developed control equipment can enhance transient stability of power systems more effec- tively than the conventional controller.
