针对风速的随机性、波动性、时变性等特点，提出一套基于随机Markov跳变系统理论的含风电电力系统建模、分析与控制新方法。综合考虑风电接入所引起的随机激励、系统运行工况变化及外界干扰、非线性等因素，采用邻域逼近与梯度计算方法建立基于模糊切换的控制系统模型；在此基础上，为满足含风电电力系统对经济性、鲁棒性、快速响应性等方面的性能要求，深入分析模糊切换系统的控制输入约束、响应速度受限等问题，提出满足多性能指标及复杂约束的优化控制方案；采用基于参数依赖Lyapunov函数的模糊系统分析与综合方法，解决含风电电力系统的计及多性能指标的非线性切换控制问题及状态估计问题；基于PSCAD/MATLAB联合仿真，验证所提出切换控制策略的有效性。项目旨在解决大规模风电并网所引起的电网稳定与控制问题，提出行之有效的优化控制策略设计新方法。

For the properties of randomness, fluctuations, time variations of wind power, a novel modeling and analyzing method is proposed based on the theory of stochastic Markov jump system. Considering the stochastic disturbances and variations of operating conditions induced by wind power, the fuzzy switch model is obtained based on the partitioned region approximating and gradient computation methods. Based on the obtained model, in order to satisfy the requirement of economy, robustness, fast response, etc., after analyzing the constraints of control input, response speed, etc., an optimal control strategy with several constraints is proposed to satisfy the requirements of multiple properties. Then, by using the analysis and synthesis methods based on the parametric Lyapunov function, the problems of nonlinear fuzzy switch control and state estimation could be discussed and solved for the power system with the integration of wind power. Finally, based on the simulations performed by PSCAD/MATLAB, the usefulness and effectiveness of the proposed fuzzy switch control approaches could be verified. The main purpose of the project is to investigate the stability and control problems induced by the integration of large number of wind power, and some useful and effective optimal control strategies will be developed.