Restructured electricity market strategies for the Indian utility system using support vector regression and energy valley optimizer

Chandransh Singh, Nivedita Singh, Yog Raj Sood
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Abstract

Restructuring the electricity market has led to the establishment of a competitive open market environment. The electricity market has introduced uncertainty and risk in the economic sector conventionally owned by the state. The power generated in the generating station is transferred to the distribution side in the power markets, which share a common transmission network. The power transfer will be in bulk amounts and needed to operate the electricity market securely and economically. The bulk amount of power transfer relies on accurately estimating Available Transfer Capability (ATC), representing the maximum allowable power flow through the existing transmission network while maintaining system reliability. The estimation of the ATC using a proposed hybrid method. The hybrid method comprises Repeated Power Flow (RPF) and Support Vector Regression (SVR) methods. The electricity market participants such as sellers and buyers submit bids to maximize their profit with the help of ATC values. The linear bid function is proposed to formulate participant strategies. Each participant will submit the availability of power requirement and willing price in the linear bid function. The Energy Valley Optimizer (EVO) algorithm is proposed to maximize the profit of each participant. The EVO algorithm efficiently explores a vast solution space, considering complex constraints and uncertainties inherent in the market dynamics to enhance economic gains. The proposed work is tested on the practical UPSEB (Uttar Pradesh State Electricity Board) 75-bus Indian utility system.

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利用支持向量回归和能源谷优化器重构印度公用事业系统的电力市场战略
电力市场的结构调整导致了竞争性开放市场环境的建立。电力市场为传统的国有经济部门带来了不确定性和风险。发电站产生的电力通过电力市场输送到配电侧,这些市场共享一个共同的输电网络。电力输送量大,需要安全、经济地运行电力市场。大量电力传输依赖于准确估算可用传输能力(ATC),即在保持系统可靠性的前提下,通过现有输电网络所允许的最大电力流量。ATC 的估算采用一种拟议的混合方法。该混合方法包括重复功率流 (RPF) 和支持向量回归 (SVR) 方法。电力市场参与者(如卖方和买方)在 ATC 值的帮助下提交出价,以实现利润最大化。为制定参与者策略,提出了线性出价函数。每个参与者都将在线性出价函数中提交可用的电力需求和意愿价格。为使每个参与者的利润最大化,提出了能量谷优化算法(EVO)。EVO 算法考虑了市场动态中固有的复杂约束和不确定性,有效地探索了广阔的解决方案空间,从而提高了经济收益。建议的工作在实际的 UPSEB(北方邦电力局)75 总线印度公用事业系统上进行了测试。
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来源期刊
Results in Control and Optimization
Results in Control and Optimization Mathematics-Control and Optimization
CiteScore
3.00
自引率
0.00%
发文量
51
审稿时长
91 days
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