Economic Dispatch of Electrical Power in South Africa: An Application to the Northern Cape Province

Thakhani Ravele, C. Sigauke, L. Jhamba
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Abstract

Power utility companies rely on forecasting for the operation of electricity demand. This presents an applicationof linear quantile regression, non-linear quantile regression, and additive quantile regression models for forecasting extreme electricity demand at peak hours such as 18:00, 19:00, 20:00 and 21:00 using Northern Cape data for the period 01 January 2000 to 31 March 2014. The selection of variables was done using the least absolute shrinkage and selection operator. Additive quantile regression models were found to be the best fitting models for hours 18:00, and 19:00, whereas linear quantile regression models were found to be the best fitting models for hours 20:00, and 21:00. Out of sample forecasts for seven days (01 to 07 April 2014) were used to solve the unit commitment problem using mixed-integer programming. The unit commitment problem results showed that it is less costly to use all the generating units such as hydroelectric, wind power, concentrated solar power and solar photovoltaic. The main contribution of this study is in the development of models for forecasting hourly extreme peak electricity demand. These results could be useful to system operators in the energy sector who have to maintain the minimum cost by scheduling and dispatching electricity during peak hours when the grid is constrained due to peak load demand.
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南非电力经济调度:在北开普省的应用
电力公司依靠对电力需求的预测来运行。本文介绍了线性分位数回归、非线性分位数回归和加性分位数回归模型的应用,利用2000年1月1日至2014年3月31日期间北开普省的数据,预测高峰时段(18:00、19:00、20:00和21:00)的极端电力需求。变量的选择是使用最小的绝对收缩和选择操作符完成的。在18:00和19:00时段,加性分位数回归模型的拟合效果最好,而在20:00和21:00时段,线性分位数回归模型的拟合效果最好。7天(2014年4月1日至7日)的样本外预测使用混合整数规划来解决机组承诺问题。机组承诺问题结果表明,将水电、风电、聚光太阳能和太阳能光伏发电机组全部使用成本较低。本研究的主要贡献在于开发了预测每小时极端峰值电力需求的模型。这些结果可能对能源部门的系统运营商有用,当电网因峰值负荷需求而受到限制时,他们必须在高峰时段通过调度和调度电力来保持最低成本。
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