Abstract
Almost climate neutral buildings are one of the core goals in terms of sustainability. Beside the support of the necessary design decisions for an integrated, interoperable, ecological and economical operation of building energy systems, innovative management solutions for scheduling the operation of decentralized energy systems are of great importance. The challenge is an optimal interaction between energy system components in terms of own consumption, energy efficiency and resource consumption as well as greenhouse gas emissions. To achieve these goals a modular optimization approach based on Mixed Integer Programming is proposed. In detail, and to our knowledge the first time, a MIP model for the dynamic behavior of fuel cell Combined Heat and Power plants is presented. Our approach is evaluated for the operation of heat pumps showing that their energy efficiency can be increased significantly.
The presented work was funded by the German Federal Ministry for Economic Affairs and Energy within the project “WaveSave” (BMWi, funding number 03ET1312A).
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Notes
- 1.
In this context “modular” means that the MIP sub-models can be combined in accordance to any building energy system specification – not in the sense of [11].
- 2.
A one-day scheduling horizon is subdivided into 96 time units.
- 3.
Here and in the following there are products of Boolean terms and decision variables, too.
- 4.
Remember that the function f maps downtimes to warm-up times, see above.
- 5.
\(F_1 \le \cdots \le F_n\) applies due to the fact that f is monotonically increasing, see above.
- 6.
N.B.: \((F_n - F_1 + 1) \ge (w_i - j + 1)\) always applies, see above.
- 7.
How to model the absolute amount of a difference has already been explained. Time values must be of the same dimension which is emphasized by the explicit use of the dimension [h] (hour).
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Wolf, A. (2020). Modular Modeling and Optimized Scheduling of Building Energy Systems Based on Mixed Integer Programming. In: Hofstedt, P., Abreu, S., John, U., Kuchen, H., Seipel, D. (eds) Declarative Programming and Knowledge Management. INAP WLP WFLP 2019 2019 2019. Lecture Notes in Computer Science(), vol 12057. Springer, Cham. https://doi.org/10.1007/978-3-030-46714-2_3
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