2019
DOI: 10.1007/s11440-019-00788-9
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Unsaturated permeability of Gaomiaozi bentonite under partially free-swelling conditions

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Cited by 33 publications
(10 citation statements)
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References 83 publications
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“…Wang et al [31] studied the evolution of the pore size distribution of MX80-sand bentonite hydrated under isochoric conditions; MIP tests, performed on samples equilibrated at different values of suction, showed that the most significant changes in PSD were taking place close to saturated conditions. Similar results were obtained by Niu et al [19] on GMZ bentonite. Seiphoori et al [25] analysed the evolution of the fabric of granular MX80 bentonite under isochoric conditions, relating it to changes in the water retention behaviour; they performed wetting-drying cycles that led to hysteretic response of the water retention curve; MIP results were obtained at several stages of the wetting-drying cycles showing that the hysteretic water retention behaviour could be related to the evolution of the PSD.…”
Section: Introductionsupporting
confidence: 91%
“…Wang et al [31] studied the evolution of the pore size distribution of MX80-sand bentonite hydrated under isochoric conditions; MIP tests, performed on samples equilibrated at different values of suction, showed that the most significant changes in PSD were taking place close to saturated conditions. Similar results were obtained by Niu et al [19] on GMZ bentonite. Seiphoori et al [25] analysed the evolution of the fabric of granular MX80 bentonite under isochoric conditions, relating it to changes in the water retention behaviour; they performed wetting-drying cycles that led to hysteretic response of the water retention curve; MIP results were obtained at several stages of the wetting-drying cycles showing that the hysteretic water retention behaviour could be related to the evolution of the PSD.…”
Section: Introductionsupporting
confidence: 91%
“…The residual fluid potential state R_w is defined as R_w=Φ_Φ˜ξ. Note that R_w is null for a uniform fluid pressure potential. Here, the soil–water retention curve 66‐68 is described by the celebrated van Genuchen equation 69 as Sr=S1+(S2S1)[]1+ssan(1n)/n, where s is matric suction (e.g., s=pw assuming passive air pressure), and S1, S2, sa, and n are material constants. In this study, it is assumed that S1=0 and S2=1.…”
Section: Unsaturated Fracture Periporomechanics For Unguided Crackingmentioning
confidence: 99%
“…Note that ℛ w is null for a uniform fluid pressure potential. Here, the soil-water retention curve [66][67][68] is described by the celebrated van Genuchen equation 69 as…”
Section: Unsaturated Periporomechanicsmentioning
confidence: 99%
“…The advantage of applying an external force instead of actual pressure to drive the fluid flow is that the confined water can remain longitudinally homogeneous under a constant external field 32 . This is a crucial factor for the planar Poiseuille flow through a narrow pore 33 . This approach has been extensively used in other studies to simulate the transport behaviors of nanoconfined water flow 34–36 …”
Section: Introductionmentioning
confidence: 99%