2022
DOI: 10.1007/s40098-022-00645-9
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Effect of Smear Zone Characteristics on PVD-Improved Soft Soils Using Field Data and Numerical Simulations

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Cited by 3 publications
(3 citation statements)
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“…6.14, SIMULIA, Dassault, France). Considering the symmetry of the numerical model [22], only half of the Lingni Seawall was modeled. The deformation of the marine soft soil ground mainly occurred in the range of the soft soil layers under the Lingni Seawall, including the muck layer with a thickness of 30 m and the mucky clay layer with a thickness of 12 m. Furthermore, previous studies [29,30] have indicated that the horizontal width of the simulation model can be set at about two times the half-width of the embankment.…”
Section: Model Scale and Boundary Conditionsmentioning
confidence: 99%
See 1 more Smart Citation
“…6.14, SIMULIA, Dassault, France). Considering the symmetry of the numerical model [22], only half of the Lingni Seawall was modeled. The deformation of the marine soft soil ground mainly occurred in the range of the soft soil layers under the Lingni Seawall, including the muck layer with a thickness of 30 m and the mucky clay layer with a thickness of 12 m. Furthermore, previous studies [29,30] have indicated that the horizontal width of the simulation model can be set at about two times the half-width of the embankment.…”
Section: Model Scale and Boundary Conditionsmentioning
confidence: 99%
“…However, determination of the properties of the smear zone is a challenging task because of many uncertainties [20]. PVDs have usually been modeled as solid elements [21,22] in a plane-strain state [23], resulting in a large amount of calculation and a non-correspondence at the ground geometric position to the prototype model. Kan (2021) proposed a linear drain element for a PVD, representing it as a stagnant plane-strain unit cell [24].…”
Section: Introductionmentioning
confidence: 99%
“…In particular, proper determination of the smear zone properties of PVDs is challenging [12]. Moreover, PVD is usually modeled as a solid element in a plane-strain state [13], resulting in significant computational difficulties and a remarkable difference in the soil-PVD configuration compared to the field [14]. Therefore, developing a reliable PVD model, considering the drainage consolidation effect without increasing the finite element nodes and excluding the plane-strain equivalent transformation, is greatly needed, but not completely solved yet.…”
Section: Introductionmentioning
confidence: 99%