Model for the heat transfer between the fluid and within the borehole filling. This model computes the dynamic response of the fluid in the tubes, the heat transfer between the fluid and the borehole filling, and the heat storage within the fluid and the borehole filling.
This model computes the different thermal resistances present in a single-U-tube borehole using the method of Bauer et al. (2011) and computing explicitly the fluid-to-ground thermal resistance Rb and the grout-to-grout resistance Ra as defined by Hellstroem (1991) using the multipole method. The multipole method is implemented in Buildings.Fluid.Geothermal.Boreholes.BaseClasses.singleUTubeResistances. The convection resistance is calculated using the Dittus-Boelter correlation as implemented in Buildings.Fluid.Geothermal.Boreholes.BaseClasses.convectionResistance.
The figure below shows the thermal network set up by Bauer et al. (2010).
G. Hellström. Ground heat storage: thermal analyses of duct storage systems (Theory). Dept. of Mathematical Physics, University of Lund, Sweden, 1991.
D. Bauer, W. Heidemann, H. Müller-Steinhagen, and H.-J. G. Diersch. Thermal resistance and capacity models for borehole heat exchangers . International Journal Of Energy Research, 35:312–320, 2011.
Name | Description |
---|---|
Medium | Medium in the component |
vol.allowFlowReversal
as this is
done in the base class.
capFil1
and capFil2
to avoid a warning during translation.
B0
and B1
.
HeatTransfer.Windows.BaseClasses.ThermalConductor
with resistance models from the Modelica Standard Library.