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Industrial demand side response modelling in smart grid using stochastic optimisation considering refinery process

机译:考虑炼油厂过程的随机优化的智能电网工业需求侧响应建模

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摘要

Demand Side Management (DSM) scheme in smart grid technology provides a broader vision of the electricity consumers to participate in power management in the future era. Both residential and industrial sector are active consumers of electric power, in which industry sector are the major consumers of electric power, globally. In this proposed work, demand response modelling scheme for industrial sector is done using Resource task network (RTN) scheduling process and stochastic dynamic programming. The model is designed mathematically and for validating the results practical field data from refinery plant is used. The DR scheme proposed is a new intelligent model for industrial domain with practical approach. The scheme exhibits the refinery processing tasks for scheduling the peak loads by considering the important schedulable tasks in the unit such as distillation unit and other units which involve maximum power. Day ahead pricing scheme is considered for scheduling the loads to shift the demand from peak to non peak periods. Different pricing schemes are also considered for comparison. The DR problem was mathematically modelled using stochastic programming through minimisation of objective function with set of industrial based constraints. The results are obtained using GAMS solver and Gurobi optimizer in Matlab. By this scheme the shifting of peak hours at different tasks level in the building establishes a reduction of 6.5% cost reduction. The DR scheme proposed is validated with practical results which exhibit to shift the demand from peak to non peak periods, hence reducing cost. (C) 2016 Elsevier B.V. All rights reserved.
机译:智能电网技术中的需求方管理(DSM)方案为电力消费者在未来时代参与电源管理提供了更广阔的视野。住宅和工业部门都是电力的积极消费者,其中工业部门是全球电力的主要消费者。在这项拟议的工作中,使用资源任务网络(RTN)调度过程和随机动态规划来完成工业部门的需求响应建模方案。该模型经过数学设计,为了验证结果,使用了来自炼油厂的实际现场数据。提出的DR方案是一种实用的新型工业领域智能模型。该方案通过考虑单元中重要的可调度任务(如蒸馏单元和其他涉及最大功率的单元),展示了用于调度峰值负荷的炼油厂处理任务。考虑提前定价方案来安排负载,以将需求从高峰时段转移到非高峰时段。还考虑了不同的定价方案进行比较。通过随机编程,通过最小化目标函数和一组基于工业的约束条件,对DR问题进行了数学建模。结果是在Matlab中使用GAMS求解器和Gurobi优化器获得的。通过这种方案,改变建筑物中不同任务级别的高峰时间可以减少6.5%的成本。提出的DR方案已通过实际结果验证,实际结果表明需求已从高峰时段转移到非高峰时段,从而降低了成本。 (C)2016 Elsevier B.V.保留所有权利。

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