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Utilization of MLP and Linear Regression Methods to Build a Reliable Energy Baseline for Self-benchmarking Evaluation

机译:MLP和线性回归方法的利用,为自基准评估构建可靠的能量基线

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This paper presents a reliable energy baseline model for self-benchmarking evaluation of energy saving potential by using multilayer perceptron (MLP) method. The measured energy data and product quantities of the sample plant in daily period dating back since 2011 to 2016 are used as variables and then normalized to represent the energy baseline (EnB) of the manufacturing plant. A comparison of MLP and linear regression (LR) methods for creating the baseline model is investigated during the factory expansion capacity. For LR method, we use the ASHRAE Guideline 14-2002 as a reference in recommended values for modeling uncertainty. As the uncertainty problem, the LR method is more sensitivity to the outliners, because the nature of plant variables has more complexity and nonlinearity. So we introduce the MLP method to solve or reduce the effect of nonlinearity by supervised learning in the short-term and long-term period of the production. For simulation results, in short-term period the LR method demonstrates some better results of uncertainty parameters. However, the proposed MLP with LR method can build a reliable baseline showing in better R-square values than LR method. This is useful for energy evaluation when the plant is expanding capacity to protect misleading interpretation occurring during the year. For long-term period, the MLP method can overcome the LR method in all uncertainty parameters. Therefore, the MLP method may be able to the alternative choice for creating the EnB in nonlinearity circumstances of the plants for short-term and long-term period.
机译:本文介绍了一种可靠的能量基线模型,用于通过使用多层射击(MLP)方法来自基准评估节能电位。自2011年至2016年以来的日常时期的样品植物的测量能量数据和产品数量用作变量,然后标准化以表示制造工厂的能量基线(eNB)。在工厂扩张能力期间研究了MLP和线性回归(LR)用于创建基线模型的方法的比较。对于LR方法,我们使用ASHRAE指南14-2002作为建议不确定性的推荐值的参考。作为不确定性问题,LR方法对外侧的敏感性更敏感,因为植物变量的性质具有更复杂和非线性。因此,我们介绍了MLP方法来解决或减少在生产短期和长期期间的监督学习的非线性的影响。对于仿真结果,在短期期间,LR方法演示了一些不确定参数的结果。然而,具有LR方法的所提出的MLP可以构建比LR法在更好的R范围值中显示可靠的基线。这对于植物在扩大在年内保护误导性解释的能力时,这对于能量评估是有用的。对于长期期间,MLP方法可以克服所有不确定性参数中的LR方法。因此,MLP方法可以是在植物的非线性情况下在短期和长期期间创建eNB的替代选择。

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