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SOLVING ECONOMIC DISPATCH PROBLEM WITH PIECEWISE QUADRATIC COST FUNCTIONS USING LAGRANGE MULTIPLIER THEORY

机译:利用拉格朗日乘子理论用分段二次成本函数解决经济分配问题

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This paper presents the solution of economic dispatch (ED) problem of generating units with multiple fuel options based on the Lagrange multiplier theory (LMT).LMT is a conventional and efficient theory used to solve the optimal generation dispatch problem with only one fuel option for each generating unit. Finally, a simple and efficient method has developed based on formulating conventional Lagrange function to solve ED problem with multiple fuel options in this paper.The proposed approach has been examined and tested with the numerical results of ED problems with ten generating units with two or three fuel options.The test results compared to other methods and show the effectiveness of proposed approach for solving ED problems.
机译:本文基于拉格朗日乘数理论(LMT)提出了具有多种燃料选择的发电机组经济调度(ED)问题的解决方案.LMT是用于解决仅具有一种燃料选择的最优发电调度问题的传统高效理论。每个发电单元。最后,本文提出了一种基于常规拉格朗日函数的简单有效的方法来解决多种燃料选择的电渗流问题。该方法已通过对带有两个或三个发电机组的十个发电机组的电渗流问题的数值结果进行了检验和测试。测试结果与其他方法进行了比较,并显示了所提出方法解决ED问题的有效性。

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