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A Generic Optimisation-Based Approach for Improving Non-Intrusive Load Monitoring

机译:基于通用优化的非侵入式负载监控方法

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摘要

The large-scale deployment of smart metering worldwide has ignited renewed interest in electrical load disaggregation, or non-intrusive load monitoring (NILM). Most NILM algorithms disaggregate one appliance at a time, remove the estimated appliance contribution from the total load, and then move on to disaggregate the next appliance. On one hand, this is efficient since multi-class classification is avoided and analytical models for each appliance can be developed independently of other appliances with the benefit of being transferred to unseen houses that have different sets of appliances. On the other hand, however, these methods can significantly under-or over-estimate the total consumption since they do not minimize the difference between the measured aggregate load and the sum of estimated individual loads. Motivated by minimizing the latter difference without losing the benefits of existing NILM algorithms, we propose novel post-processing approaches for improving the accuracy of existing NILM. This is posed as an optimization problem to refine the final NILM result using regularization based on the level of confidence in the original NILM output. We propose a heuristic method to solve this (combinatorial) Boolean quadratic problem through relaxing zero-one constraint sets to compact zero-one intervals. Convex-based solutions, including norm-1, norm-2, and semi-definite programming-based relaxation, are proposed trading off accuracy and complexity. We demonstrate good performance of the proposed post-processing methods, applicable to any event-based NILM, compared with four state-of-the-art benchmarks, using public REFIT and REDD electrical load datasets.
机译:全球智能电表的大规模部署激发了人们对电气负载分类或非侵入式负载监控(NILM)的新兴趣。大多数NILM算法一次分解一个设备,从总负载中除去估计的设备贡献,然后继续分解下一个设备。一方面,这是有效的,因为避免了多类分类,并且可以将每个设备的分析模型独立于其他设备开发,从而可以转移到具有不同设备集的不可见房屋中。但是,另一方面,这些方法可能会大大低估或高估总消耗量,因为它们没有使测得的总负荷与估计的各个负荷之和之间的差异最小化。通过在不损失现有NILM算法优势的情况下最小化后者的差异,我们提出了新颖的后处理方法,以提高现有NILM的准确性。这是一个优化问题,用于根据原始NILM输出的置信度使用正则化来优化最终NILM结果。我们提出一种启发式方法,通过放宽零一约束集以压缩零一区间来解决此(组合)布尔二次问题。提出了基于凸的解决方案,包括范数1,范数2和基于半定规划的松弛,这需要权衡准确性和复杂性。我们使用公开的REFIT和REDD电力负荷数据集,与四个最新基准进行了比较,证明了所提出的适用于任何基于事件的NILM的后处理方法的良好性能。

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