Published 2013
| Version v1
Publication
Numerical evaluation of the Ground Response to a Thermal Response Test experiment
Contributors
Description
A prerequisite for the correct design of vertical ground
heat exchangers (or Borehole Heat Exchangers, BHE)
for heat pump applications is the knowledge of the
ground thermal properties, in particular the thermal
conductivity.
The Thermal Response Test is a well known experimental procedure that allows the ground thermal and the BHE thermal resistance to be evaluated. A TRT is performed by providing a known and constant thermal power to a fluid (usually water) that circulates through a BHE buried in the site of interest; the water
temperature measurements, which varies over time, represent the data to be analyzed in order to solve an inverse conduction problem. The standard analysis method addressed to parameter estimation is based on the Infinite Line Source (ILS) model.
In the present paper different 3D numerical models,
are developed in order to numerically describe a TRT
experiment. The calculation environment is Comsol
Multiphysics® and either the thermal conduction
inside the ground and grout or the fluid to pipes
interactions are taken into account. The results of the
simulations have been employed for a back evaluation
of the ground thermal conductivity according to the
standard ILS approach, to infer useful information on
the errors in parameter calculation and to check the
estimation capabilities of a new method based on
temporal superposition and optimum search. The
proposed method is in particular able to cope with
situations where the TRT experiments are related to
highly variable heat transfer rates to the carrier fluid.
The present results show that the proposed approach is
very reliable alternative to the standard ILS approach
and that BHE parameters can be estim
percent error with respect to reference values.
Additional details
Identifiers
- URL
- http://hdl.handle.net/11567/584925
- URN
- urn:oai:iris.unige.it:11567/584925
Origin repository
- Origin repository
- UNIGE