Forecasting Electricity Smart Meter Data Using Conditional Kernel Density Estimation

TL;DR

This paper introduces a nonparametric conditional kernel density estimation method for predicting individual smart meter electricity consumption, capturing seasonality and enabling cost-effective demand management.

Contribution

It presents a novel application of CKD with decay parameters for nonparametric density forecasting of smart meter data, outperforming basic benchmarks.

Findings

Kernel methods outperform non-seasonal benchmarks

Density estimates enable effective prediction intervals

Cost-saving strategies can be derived from density-based tariff switching

Abstract

The recent advent of smart meters has led to large micro-level datasets. For the first time, the electricity consumption at individual sites is available on a near real-time basis. Efficient management of energy resources, electric utilities, and transmission grids, can be greatly facilitated by harnessing the potential of this data. The aim of this study is to generate probability density estimates for consumption recorded by individual smart meters. Such estimates can assist decision making by helping consumers identify and minimize their excess electricity usage, especially during peak times. For suppliers, these estimates can be used to devise innovative time-of-use pricing strategies aimed at their target consumers. We consider methods based on conditional kernel density (CKD) estimation with the incorporation of a decay parameter. The methods capture the seasonality in consumption, and enable a nonparametric estimation of its conditional density. Using eight months of half-hourly data for one thousand meters, we evaluate point and density forecasts, for lead times ranging from one half-hour up to a week ahead. We find that the kernel-based methods outperform a simple benchmark method that does not account for seasonality, and compare well with an exponential smoothing method that we use as a sophisticated benchmark. To gauge the financial impact, we use density estimates of consumption to derive prediction intervals of electricity cost for different time-of-use tariffs. We show that a simple strategy of switching between different tariffs, based on a comparison of cost densities, delivers significant cost savings for the great majority of consumers.