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Solving dynamic economic dispatch with valve point effect by a two-step method

机译:用两步法求解带阀点效应的动态经济调度

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A two-step method is proposed in the paper to solve the dynamic economic dispatch (DED) with valve-point effect (VPE). In the first step, the rectified sinusoidal term which represents the effect of VPE is piecewise linearized and the entire problem can be solved by mixed integer linear programming (MILP). In the second step, based on the solution of the first step, the DED problem is decoupled into static economic dispatch (SED) problem. With the introduction of quasi singular point, a modified dimensional steepest decline method (MDSD) is proposed to explore and exploit a better solution. More accurate solution can be found within a shorter run time. The proposed two-step method is compared with other similar methods through a ten-unit test system.
机译:提出了一种两步法求解带有阀点效应(VPE)的动态经济调度(DED)。第一步,将代表VPE效果的整流正弦项分段线性化,并可以通过混合整数线性规划(MILP)解决整个问题。在第二步中,基于第一步的解决方案,将DED问题分解为静态经济调度(SED)问题。随着准奇异点的引入,提出了一种改进的尺寸最大下降法(MDSD),以探索和开发一种更好的解决方案。可以在更短的运行时间内找到更准确的解决方案。通过一个十单元测试系统,将建议的两步法与其他类似方法进行了比较。

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