2022
DOI: 10.28927/sr.2022.001022
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Site characterization for the design of thermoactive geostructures

Abstract: This paper addresses the topic of site characterization for the design of Shallow Geothermal Energy (SGE) systems, namely of thermoactive geostructures, which are geotechnical structures, such as piles, retaining walls and tunnel linings, also used as heat exchangers as part of closed-loop SGE systems. Such solutions, being increasingly adopted for buildings’ and infrastructures’ heating and/or cooling, are considered sustainable and cost effective. For the design of the primary circuit of the SGE system, whic… Show more

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Cited by 3 publications
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“…The effective stiffness of the micropile was determined based on a composite section in which it was assumed that a 140 mm diameter steel tube with a wall thickness of 10 mm extended the full length of the micropile, and the grout comprising the rest of the pile body had a stiffness of 12 GPa [47,48]. Concerning the tangential behavior, the pile-soil interface was modeled by attributing a "penalty" friction formulation, where the contact between the two materials is imposed by means of a shearing resistance that is proportional to the normal stress, i.e., τ = σ n .µ, where µ is a friction coefficient (Table 1) [49,50]. The friction coefficient µ = tanϕ cs ' assumes that a critical state angle of shearing resistance, ϕ cs ' = 32 • , is applicable on the contact with a value of 0.624 (Fleming et al, 2009) [51].…”
Section: Materials Thermal and Mechanical Propertiesmentioning
confidence: 99%
“…The effective stiffness of the micropile was determined based on a composite section in which it was assumed that a 140 mm diameter steel tube with a wall thickness of 10 mm extended the full length of the micropile, and the grout comprising the rest of the pile body had a stiffness of 12 GPa [47,48]. Concerning the tangential behavior, the pile-soil interface was modeled by attributing a "penalty" friction formulation, where the contact between the two materials is imposed by means of a shearing resistance that is proportional to the normal stress, i.e., τ = σ n .µ, where µ is a friction coefficient (Table 1) [49,50]. The friction coefficient µ = tanϕ cs ' assumes that a critical state angle of shearing resistance, ϕ cs ' = 32 • , is applicable on the contact with a value of 0.624 (Fleming et al, 2009) [51].…”
Section: Materials Thermal and Mechanical Propertiesmentioning
confidence: 99%