Abstract

In the transfer from fossil fuels to renewable energies, grid operators, companies and farms develop an increasing interest in smart energy management systems which can reduce their energy expenses. This requires sufficiently detailed models of the underlying components and forecasts of generation and consumption over future time horizons. In this work, it is investigated via a real-world case study how data-based methods based on regression and clustering can be applied to this task, such that potentially extensive effort for physical modeling can be decreased. Models and automated update mechanisms are derived from measurement data for a photovoltaic plant, a heat pump, a battery storage, and a washing machine. A smart energy system is realized in a real household to exploit the resulting models for minimizing energy expenses via optimization of self-consumption. Experimental data are presented that illustrate the models’ performance in the real-world system. The study concludes that it is possible to build a smart adaptive forecast-based energy management system without expert knowledge of detailed physics of system components, but special care must be taken in several aspects of system design to avoid undesired effects which decrease the overall system performance.

Highlights

  • To successfully master the energy transition away from fossil fuels towards renewable energies, many different problems have to be solved [1]

  • This paper presents the results of an integrated real-world case study, reporting beneficial as well as disadvantageous effects of incorporating exclusively data-based models for storages, loads, and generation, including automated update mechanisms in some cases, into a smart energy system

  • The applicability of self-learning data-based models as basis of a smart energy system for cost-efficient operation with reduced initial modeling effort was investigated in a real-world experiment

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Summary

Introduction

To successfully master the energy transition away from fossil fuels towards renewable energies, many different problems have to be solved [1]. The first step of building new renewable energy plants has been realized very successfully in Germany [2]. N}, at the same time points, that fits these data best Such a function f is approximated by a polynomial function whose coefficients are determined by minimizing the sum of squared differences of the measured output yi and the modeled output f ( xi ) at all time points i. This problem is solved by QR-decomposition efficiently even in the case of a large number of data points [29]

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