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  4. Machine learning-based modeling and controller tuning of a heat pump

Machine learning-based modeling and controller tuning of a heat pump

Publikationstyp
Conference Paper
Date Issued
2019-09
Sprache
English
Author(s)
Khosravi, Mohammad
Schmid, Nicolas
Eichler, Annika
Heer, Philipp
Smith, Roy S.
TORE-URI
http://hdl.handle.net/11420/12754
Journal
Journal of physics. Conference Series
Volume
1343
Issue
1
Article Number
012065
Citation
Journal of Physics: Conference Series 1343 (1): 012065 (2019)
Contribution to Conference
CISBAT 2019 International Conference on Climate Resilient Cities – Energy Efficiency & Renewables in the Digital Era
Publisher DOI
10.1088/1742-6596/1343/1/012065
Scopus ID
2-s2.0-85076256775
Publisher
IOP Publishing
In this paper, we consider the problem of controller tuning for an operating unit in a building energy system. The illustrative example used here is a real heat pump located in the NEST building at Empa, Dubendorf, Zurich, with its outflow temperature controlled by a PI-controller. The plant is in use and accordingly, intervening in its normal operation is not allowed. Moreover, the model of plant is not available or it can be changed due to aging or possible modification. Accordingly, it is desired to utilize a tuning method which is model-free, operates online, does not intervene with the normal operation of the plant and use only the available historical measurement data. Additionally, it is required to guarantee the safety of the plant during the tuning procedure. In this regard, we formulate the controller tuning problem as a black-box optimization and adopt a safe Bayesian optimization approach for controller parameters tuning. In order to assess numerically the performances of the scheme, first we model the plant as a nonlinear ARX model in form of a feedforward neural network. Subsequently, we train the neural network using the available historical measurement data. Finally, the obtained model is used as an oracle in the controller tuning procedure in order to numerically verify the effectivity of the proposed approach.
Subjects
MLE@TUHH
DDC Class
530: Physik
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