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Shuffled Frog Leaping Algorithm for solving profit based unit commitment problem

机译:解决基于利润的单位承诺问题的混洗蛙跳算法

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In this paper, Shuffled Frog Leaping Algorithm (SFLA) is employed to solve the profit based unit commitment problem (PBUCP) under deregulated environment, to maximize the GENeration Companies (GENCO) profit. This paper presents a new approach of GENCOs profit based unit commitment using SFLA technique in a day ahead competitive electricity markets. Profit-based UC formulation considers the softer demand constraint and allocates fixed and transitional costs to the scheduled hours. Deregulation is unbundling of vertically integrated power system into generation (GENCOs), transmission (TRANSCOs) and distribution companies (DISCOs). Deregulation in power sector increases the efficiency of electricity production and distribution, offer lower prices, higher quality, secure, more reliable product and also it has the advantage that customers are allowed to choose their suppliers. This technique achieved great challenges for the power industry and thus an individual human can take their own decision by choosing the reliable continuous supply of power from the electricity markets at an affordable price. Under restructured system, GENeration COmpanies schedules their generators with the objective of maximizing their profit. This proposed algorithm is for a small unit test system with 10 units 24 hour data and the simulations are carried out to show the performance of proposed methodology using MATLAB software. It is observed from the simulation results that the proposed algorithm provides maximum profit with less computational time compared to existing techniques.
机译:本文采用改组蛙跳算法(SFLA)来解决放松管制环境下的基于利润的单位承诺问题(PBUCP),以最大化发电公司(GENCO)的利润。本文介绍了在竞争激烈的电力市场中使用SFLA技术的GENCO基于利润的单位承诺的新方法。基于利润的UC公式考虑了较软的需求约束,并将固定成本和过渡成本分配给计划工时。放松管制是将垂直集成电力系统捆绑成发电(GENCO),输电(TRANSCO)和配电公司(DISCO)。电力部门的放松管制提高了电力生产和分配的效率,提供了更低的价格,更高的质量,安全性,更可靠的产品,并且还具有允许客户选择供应商的优势。这项技术给电力行业带来了巨大的挑战,因此每个人都可以通过以可承受的价格从电力市场中选择可靠的持续电力供应来做出自己的决定。在重组后的系统中,发电公司调度发电机以最大程度地提高其利润为目标。该算法适用于具有10个单元的24小时数据的小型单元测试系统,并通过仿真进行了仿真,以证明使用MATLAB软件的方法的性能。从仿真结果可以看出,与现有技术相比,该算法以更少的计算时间提供了最大的收益。

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