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AuthorKharseh, Mohamad
AuthorAl-Khawaja, Mohammed
Available date2021-06-03T10:07:41Z
Publication Date2016
Publication NameGreen Energy and Technology
ResourceScopus
ISSN18653529
URIhttp://dx.doi.org/10.1007/978-3-319-30127-3_8
URIhttp://hdl.handle.net/10576/18552
AbstractOwing to the awareness of the impact of global warming, there has been a growing interest in studying the relationship between the climatic changes and human activities. An increased global mean air temperature leads to an increase of the ground temperature. Therefore the analysis of borehole temperature depth profile (BTDP) has become an accepted method for detecting the past climatic changes. Mathematical models have been suggested to simulate deviation of BTDP in order to detect the warming level and time elapsed since warming started. Unlike previous studies, the aim of the current study was to derive a new equation that gives the ground temperature increase in areas where the warming is identified. A comparison of the solution suggested in the current study with other solutions established in other studies shows excellent agreement. The suggested solution is characterized by the fact that it is more user-friendly compared to other solutions. Furthermore, the obtained solution was used to get a very simple expression for the heat retained by a column of earth during the warming event. In addition it was used to determine the average change of ground temperature over a particular depth. This average change of ground temperature is of great importance in the borehole system. 2016, Springer International Publishing Switzerland.
SponsorAcknowledgements This work was made possible by an NPRP 7-725-2-270 a grant from the Qatar National Research Fund (a member of The Qatar Foundation). The statements made herein are solely the responsibility of the authors.
Languageen
PublisherSpringer Verlag
SubjectBorehole
Fourier's theory
Global warming
Ground temperature
Heat conduction
TitleGround response to global warming
TypeArticle
Pagination89-97
Volume NumberPartF2


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