Fast and Effective Algorithm for Economic Dispatch of Cubic Fuel Cost Based Thermal Units

T. Adhinarayanan, Maheswarapu Sydulu
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引用次数: 9

Abstract

This paper presents a very fast and effective non-iterative "gamma-logic based" algorithm for economic dispatch (ED) with cubic cost function of thermal units. Representation of generator fuel cost curves by polynomials in real-time economic dispatch solution. As the proposed approach is a direct or non-iterative method, it does not demand any initial guess values for incremental cost (gamma) of units for given demand (PD). Many of the existing conventional methods fail to impose p-limits at violating units and find difficult in dealing with cubic cost function that reflect nonlinearity of the actual generator response. The proposed method is very efficient for both small and large size of generating units with cubic fuel cost function in the problem and it remarkably reduces the computation time. The proposed algorithm has been tested successfully on 3 units, 5 units and 26 units and results are reported in the paper
基于立方燃料成本的热机组经济调度快速有效算法
本文提出了一种快速有效的非迭代“基于伽马逻辑”的热单元三次代价函数经济调度算法。实时经济调度中发电机燃油成本曲线的多项式表示。由于所提出的方法是一种直接的或非迭代的方法,它不需要对给定需求(PD)的单位增量成本(gamma)的任何初始猜测值。许多现有的传统方法不能在违反单元上施加p限制,并且难以处理反映实际发电机响应非线性的三次成本函数。该方法对具有三次燃料成本函数的大型和小型发电机组均具有较高的求解效率,显著缩短了计算时间。本文对该算法在3、5、26三个单元上进行了成功的测试,并给出了测试结果
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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