首页> 外文期刊>Journal of the Institution of Engineers (India): Electrical Engineering Division >Design and Simulation of Fuzzy, Neuro Fuzzy based Optimizer and Comparative Analysis of Unit Commitment Problem
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Design and Simulation of Fuzzy, Neuro Fuzzy based Optimizer and Comparative Analysis of Unit Commitment Problem

机译:基于模糊神经模糊优化器的设计与仿真以及机组组合问题的比较分析

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摘要

This paper describes the application of fuzzy logic concept to unit commitment problem. The main objective of unit commitment is to minimize the total production cost over the study period and to satisfy the constraints imposed on the system, such as, power generation-load balance, spinning reserve, operating constraints, minimum up time and minimum down time, etc. Several conventional methods are available to solve the unit commitment problem, but all these methods need the exact mathematical model of the system and there may be a chance of getting stuck at the local optimum. In this paper, fuzzy logic approach is described which achieves a logical and feasible economic cost of operation of power system without the need of exact mathematical for mulation. Efficient methods of production can help reduce this cost In this work, DP method is combined with fuzzy logic to obtain the production cost of thermal power plant The system demand, the reserve requirements and the operational cost will serve as fuzzy quantities. Two fuzzy logic methods have been employed to combine with DP method. These methods are fuzzy logic approach and fuzzy neural approach. The results obtained from the fuzzy logic approach (FLA) are compared with the solution obtained from fuzzy neural approach. From the comparison, it is proved that the fuzzy neural approach is a powerful tool for solving such highly non-linear problems.
机译:本文介绍了模糊逻辑概念在单元承诺问题中的应用。机组承诺的主要目标是在研究期内最大程度地降低总生产成本,并满足对系统施加的约束,例如发电量-负荷平衡,旋转储备,运行约束,最短启动时间和最短停机时间,有几种常规方法可用于解决单元承诺问题,但是所有这些方法都需要系统的精确数学模型,并且可能会陷入局部最优状态。本文介绍了一种模糊逻辑方法,该方法无需精确的数学运算就可以实现电力系统运行的逻辑和可行的经济成本。高效的生产方法可以帮助降低成本。在这项工作中,DP方法与模糊逻辑相结合以获得火电厂的生产成本。系统需求,储备需求和运营成本将作为模糊量。两种模糊逻辑方法已被用来与DP方法相结合。这些方法是模糊逻辑方法和模糊神经方法。将模糊逻辑方法(FLA)获得的结果与模糊神经方法获得的解决方案进行比较。通过比较证明,模糊神经方法是解决此类高度非线性问题的有力工具。

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