2018
DOI: 10.1002/nag.2877
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Internal erosion in dike‐on‐foundation modeled by a coupled hydromechanical approach

Abstract: Summary One of the major causes of instability in geotechnical structures such as dikes or earth dams is internal erosion, an insidious process that occurs over a long period of time. Research on this topic is still fairly new and much more needs to be understood in order to solve the problems posed by this phenomenon. This paper proposes a hydromechanical model based on porous continuous medium theory to assess how internal erosion impacts the safety of earthen structures. The saturated soil is considered as … Show more

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Cited by 65 publications
(27 citation statements)
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“…The fines can behave either as a fluid‐like (described as fluidized particles) or as a solid‐like (described as erodible fines) material. The hydraulic process of suffusion can be described by a system of nonlinear partial differential equations deduced from the mass balance of the mixture system (more details can be found in Yang et al): div()boldqw+div()boldvs=0, φt+div()boldvsdiv()φvs=truen^, ()fct()fcφt+div()fcvsdiv()fcφvs=truen^, ()t+div()cqw+()italiccφvst=truen^, where φ ( x , t ), f c ( x , t ), and c ( x , t ) are the porosity, the amount of erodible fines, and the concentration of the fluidized particles, respectively; truen^ is the source term describing the exchange between the erodible fines and the fluidized particles; v s is the velocity of the soil skeleton; and q w ( x , t ) is the total discharge of the pore fluid assumed to be governed by Darcy law: qw=kηktrueρ¯boldgrad()…”
Section: Coupled Hydromechanical Modelmentioning
confidence: 99%
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“…The fines can behave either as a fluid‐like (described as fluidized particles) or as a solid‐like (described as erodible fines) material. The hydraulic process of suffusion can be described by a system of nonlinear partial differential equations deduced from the mass balance of the mixture system (more details can be found in Yang et al): div()boldqw+div()boldvs=0, φt+div()boldvsdiv()φvs=truen^, ()fct()fcφt+div()fcvsdiv()fcφvs=truen^, ()t+div()cqw+()italiccφvst=truen^, where φ ( x , t ), f c ( x , t ), and c ( x , t ) are the porosity, the amount of erodible fines, and the concentration of the fluidized particles, respectively; truen^ is the source term describing the exchange between the erodible fines and the fluidized particles; v s is the velocity of the soil skeleton; and q w ( x , t ) is the total discharge of the pore fluid assumed to be governed by Darcy law: qw=kηktrueρ¯boldgrad()…”
Section: Coupled Hydromechanical Modelmentioning
confidence: 99%
“…A new isoparametric brick element with nine DOFs has been developed and implemented into ABAQUS via the UEL subroutine. The detailed vector of residual and the Jacobian matrix can be found in Yang et al…”
Section: Finite Element Approachmentioning
confidence: 99%
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