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Fast calculation of the g-functions of geothermal borehole fields using similarities in the evaluation of the finite line source solution

Massimo Cimmino

Article (2018)

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Abstract

Numerical methods are proposed for the efficient evaluation of the g-functions of geothermal bore fields using the finite line source solution. The presented methods reduce the calculation time for the calculation of g-functions by reducing the number of numerical evaluations of the analytical finite line source solution. A similarity identification method is presented to identify pairs of boreholes for which the finite line source solution takes the same value. A load history reconstruction method is presented to evaluate the g-function at non-uniform time-steps. Using the proposed numerical methods, the calculation time for the g-function of a rectangular field of 12 × 12 boreholes is reduced by a factor 308. The numerical methods allow the evaluation of g-functions of bore fields with large amounts of boreholes in irregular configurations. The g-function of a field of 512 randomly positioned boreholes is calculated in 27 minutes.

Uncontrolled Keywords

geothermal boreholes, ground heat exchangers, g-functions, thermal response factors, finite line source

Subjects: 2100 Mechanical engineering > 2100 Mechanical engineering
2300 Fuel and energy technology > 2303 Other sources of energy (solar, wind, etc.)
Department: Department of Mechanical Engineering
Funders: FRQNT
Grant number: 2015-B3-181989
PolyPublie URL: https://publications.polymtl.ca/3000/
Journal Title: Journal of Building Performance Simulation (vol. 11, no. 6)
Publisher: Taylor & Francis
DOI: 10.1080/19401493.2017.1423390
Official URL: https://doi.org/10.1080/19401493.2017.1423390
Date Deposited: 16 Nov 2018 12:10
Last Modified: 26 Sep 2024 21:40
Cite in APA 7: Cimmino, M. (2018). Fast calculation of the g-functions of geothermal borehole fields using similarities in the evaluation of the finite line source solution. Journal of Building Performance Simulation, 11(6), 655-668. https://doi.org/10.1080/19401493.2017.1423390

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