4.5 Article

Development of a Coupled TRNSYS-MATLAB Simulation Framework for Model Predictive Control of Integrated Electrical and Thermal Residential Renewable Energy System

期刊

ENERGIES
卷 13, 期 21, 页码 -

出版社

MDPI
DOI: 10.3390/en13215761

关键词

energy optimization; whitebox MPC; HVAC-building MPC; self-consumption; residential prosumer; building optimization; particle swarm optimization; genetic algorithm optimization; global pattern search optimization; optimizer performance analysis

资金

  1. Research Initiative Energiespeicher by the Bundesministerium fur Wirtschaft und Energie [03ET1205A]
  2. Baden-Wurttemberg Ministry of Science, Research and Culture
  3. University of Applied Sciences Ulm

向作者/读者索取更多资源

An integrated electrical and thermal residential renewable energy system consisting of solar thermal collectors, gas boiler, fuel cell combined heat and power, a photovoltaic system with battery, inverter, and thermal storage for a single-family house of Sonnenhaus standard is investigated with a model predictive controller (MPC). The main focus of this article is to define a multi-objective mathematical function, develop a coupled simulation framework for the nonlinear time-varying deterministic discrete-time problem of the energy system using TRNSYS and MATLAB. With the developed methodology, a sensitivity analysis of maximum optimization time, swarm (or population or mesh) size of a typical spring day and a typical summer day assuming a 100% accurate weather and load forecast with three different algorithms: particle swarm optimization (PSO), genetic algorithm (GA) and global pattern search (GPS) are analyzed. Finally, the obtained results are compared with a status quo controller. Results show that the PSO algorithm optimizer performs the best in this MPC for such a complex and time-consuming MPC model in both the spring day and the summer day. The obtained results show that the PSO with swarm size 50 in the selected typical spring day and the PSO with swarm size 40 in the selected summer day reduces the objective function's fitness value from 413 to -177 within 6 h optimization time and from 1396 to 1090 in 4 h optimization time respectively.

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