Uncertain Robustness Optimization of Steam-Turbine Generator Set Control System

Hao Wu, Yali Xue, Tingjin Ren
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Abstract

In order to meet the control specifications of thermal process with uncertainties, two uncertain robustness optimization methods are presented, utilizing stochastic and fuzzy theory. Fuzzy credibility robustness, based on newly developed fuzzy credibility theory, is a new concept other than probability robustness, which could provide more information. For the stochastic and fuzzy multi-objective programming problem respectively, NSGA-II algorithm combined with Monte-Carlo experiments are used to obtain the Pareto robustness solutions. Pessimistic value criterion is adopted to compare two uncertain variables. The above two methods are applied to a steam-turbine generator set control system optimization problem. Compared with those controller design methods based on nominal conditions, the results demonstrate the two new design methods have better robustness, and prove their feasibilities and advantages.
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汽轮发电机组控制系统的不确定鲁棒性优化
为了满足不确定热过程的控制要求,利用随机理论和模糊理论,提出了两种不确定鲁棒优化方法。模糊可信度鲁棒性是在模糊可信度理论的基础上发展起来的,是概率鲁棒性之外的一个新的概念,可以提供更多的信息。针对随机多目标规划问题和模糊多目标规划问题,采用NSGA-II算法结合蒙特卡罗实验得到了Pareto鲁棒性解。采用悲观值准则对两个不确定变量进行比较。将上述两种方法应用于某汽轮发电机组控制系统优化问题。与基于标称条件的控制器设计方法进行比较,结果表明两种设计方法具有更好的鲁棒性,证明了其可行性和优越性。
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