2020
DOI: 10.1680/jgele.20.00013
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Thermally induced deformation of coarse-grained soils under nearly zero vertical stress

Abstract: In the last few decades, the deformation of soils induced by temperature variations has received increasing attention due to the limited understanding of its governing mechanisms and variables, and the rising significance of such phenomenon for science and engineering. This paper provides new competence on this subject, with a focus on coarse-grained soils. Specifically, this study presents experimental laboratory investigations and discrete element simulations addressing the thermally induced deformation of c… Show more

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Cited by 22 publications
(13 citation statements)
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“…The developed investigations address the response of a cylindrical sand sample to heating under constant vertical applied stress in oedometric conditions. These conditions are chosen to match most of the experimental literature (e.g., 18,21,25,26 ) and highlight the effects of the differential expansion with the boundary ring, which are expected to become prevalent with temperature nonuniformity. The reference case of a loose sample of Toyoura sand, defined hereafter, is used throughout the paper to illustrate the effects of the sample size, heating rate, and ring material on the response.…”
Section: Thermo-mechanical Investigations Under Oedometric Conditionsmentioning
confidence: 99%
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“…The developed investigations address the response of a cylindrical sand sample to heating under constant vertical applied stress in oedometric conditions. These conditions are chosen to match most of the experimental literature (e.g., 18,21,25,26 ) and highlight the effects of the differential expansion with the boundary ring, which are expected to become prevalent with temperature nonuniformity. The reference case of a loose sample of Toyoura sand, defined hereafter, is used throughout the paper to illustrate the effects of the sample size, heating rate, and ring material on the response.…”
Section: Thermo-mechanical Investigations Under Oedometric Conditionsmentioning
confidence: 99%
“…First, the axisymmetric heat Equation ( 4) is solved for a temperature increment 𝛿𝑇 = 10 • C, chosen in accordance with most of the experiments from the literature. 18,[23][24][25] An implicit backward difference with a timestep of 0.1 s and a second order central difference with a step of 0.75 mm are again used for temporal and spatial discretization, respectively. Second, the spatial-temporal temperature distribution obtained is used to solve for the heating of the material under constant vertical stress 𝜎 𝑧 = 1 MPa.…”
Section: Thermo-mechanical Investigations Under Oedometric Conditionsmentioning
confidence: 99%
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