2020
DOI: 10.1002/nag.3122
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A simple hypoplastic model with loading surface accounting for viscous and fabric effects of clays

Abstract: This paper presents a simple hypoplastic model capturing mostly all salient features of clays: rate dependency, time dependency and inherent and induced anisotropy without being restricted to only viscoplastic clays. Therefore, due to the strain rate decomposition into three parts, nonviscous clays, that is, rate-independent clays, can also be simulated. The incorporation of a loading surface allows to capture the behaviour of normal and overconsolidated clays. The model requires eight material parameters, whi… Show more

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Cited by 31 publications
(17 citation statements)
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“…For example, one could choose an elastoplastic model (e.g. Modified Cam Clay (MCC) model [11]), a hypoplastic model [46,74] or a barodesy model [50] for the simulation of a bearing capacity problem of a shallow foundation on clay. These models are only able to simulate monotonic loading for non-viscous clays, and as in detail discussed in [72], they would not capture the strain rate dependency typical for plastic clays (as is the case with soft marine clays).…”
Section: Conventional Constitutive Models For Clay Under Low-cycle Loadingmentioning
confidence: 99%
“…For example, one could choose an elastoplastic model (e.g. Modified Cam Clay (MCC) model [11]), a hypoplastic model [46,74] or a barodesy model [50] for the simulation of a bearing capacity problem of a shallow foundation on clay. These models are only able to simulate monotonic loading for non-viscous clays, and as in detail discussed in [72], they would not capture the strain rate dependency typical for plastic clays (as is the case with soft marine clays).…”
Section: Conventional Constitutive Models For Clay Under Low-cycle Loadingmentioning
confidence: 99%
“…Merita Tafili and Theodoros Triantafyllidis proposed a simple hypoplastic clayey soil model that includes eight parameters that can be determined and to calibrated from standard laboratory tests [13].…”
Section: Introductionmentioning
confidence: 99%
“…Some authors 31,33,45,48,51 incorporate the relation M(θ)=Mcg(θ)$M(\theta )=M_cg(\theta )$ proposed first by Argyris et al 60 . In this regard, Figure 4 illustrates different approaches for the incorporation of the Lode angle dependency.…”
Section: Mechanical Model Formulationmentioning
confidence: 99%
“…The critical state surface incorporated into the present model is defined through a general relation conform with other formulations, which are widely used in constitutive models 31,33,48,51 : Fc()bold-italicσ,θbadbreak=trueσ̂:trueσ̂goodbreak−0true23Mbold-italicσ2goodbreak=0.\begin{equation} F_c{\left({\bm \sigma },\theta \right)}={\hat{{\bm \sigma }}^*:\hat{{\bm \sigma }}^*}-\dfrac{2}{3}M_{\bm \sigma }^2=0. \end{equation}The Lode angle dependency with respect to the stress state Mσ=M(φ,θbold-italicσ)$M_{\bm \sigma }=M(\varphi ,\theta _{\bm \sigma })$ is established following Equations (9)–(11).…”
Section: Mechanical Model Formulationmentioning
confidence: 99%