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Multi-index coordinated control for STATCOM and generator excitation in Differential Algebraic System

机译:差分代数系统中的STATCOM和发电机励磁的多指数协调控制

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The six-order nonlinear mathematical model is established for the power system which with a Static Synchronous Compensator (STATCOM). As an example, a salient-pole generator model is applied in single machine infinite bus (SMIB) system. The coordinated controller of this system is designed by Multi-index Nonlinear Control scheme based on the Differential Algebraic System. Starting with the internal structure of STATCOM, this paper uses the STATCOM's pulse control angleθand the angleαwhich is between the voltage vector of output of the STATCOM and the voltage vector of an infinite system as the control variables. The previous mathematical model's strong constraints conditions are overcomed by this new model, and the nonlinear system's dynamic and steady-state performances is improved. The simulation results compared with the results by Linear Optimal Control indicate that this new STATCOM model and the nonlinear control law u presented in this paper are reasonable and effective.
机译:为具有静态同步补偿器(Statcom)的电力系统建立了六阶非线性数学模型。例如,突出极发电机模型应用于单机无限总线(SMIB)系统。该系统的协调控制器由基于差分代数系统的多指数非线性控制方案设计。从STATCOM的内部结构开始,本文使用Statcom的脉冲控制角度θand,该角度α在Statcom输出的电压矢量和无限系统的电压矢量之间作为控制变量。以前的数学模型的强制条件克服了这一新模型,而非线性系统的动态和稳态性能得到改善。仿真结果与线性最佳控制结果相比表明,本文呈现的新的Statcom模型和UnlineAl控制法均合理有效。

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