1979
DOI: 10.1680/geot.1979.29.3.285
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The use of strain energy as a yield and creep criterion for lightly overconsolidated clays

Abstract: Triaxial, stress controlled, drained tests on four undisturbed, overconsolidated clays from eastern Canada show that the strain energy can be used with advantage to define the limit state surface of such clays since a clear discontinuity in the energy–stress relationship exists for all possible stress paths. Along a K0 stress path the threshold energy, at the limit state, is a linear function of the preconsolidation pressure, i.e. of the vertical effective stress at the limit state. For other stress paths, at … Show more

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Cited by 93 publications
(36 citation statements)
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“…They concluded that the contours of total energy, developed along various stress paths, assume shapes similar to those of the limit state surfaces. The study by Tavenas et al [24] shows that the limit state surface does not correspond to a line of equal energy; it seems that the threshold energy is a function of the stress state at the considered location on the limit state surface. Figure 15(d) shows typical results on Kaolin clay in terms of dissipated strain energy during shearing, W : An approximately linear increase of W with respect to the ratio q=p 0 may be seen.…”
Section: Thermal Yieldingmentioning
confidence: 95%
“…They concluded that the contours of total energy, developed along various stress paths, assume shapes similar to those of the limit state surfaces. The study by Tavenas et al [24] shows that the limit state surface does not correspond to a line of equal energy; it seems that the threshold energy is a function of the stress state at the considered location on the limit state surface. Figure 15(d) shows typical results on Kaolin clay in terms of dissipated strain energy during shearing, W : An approximately linear increase of W with respect to the ratio q=p 0 may be seen.…”
Section: Thermal Yieldingmentioning
confidence: 95%
“…Tavenas et al (1979), Sridharan et al (1991) and Senol new methods (Senol and Saglamer 2000) are the direct determination methods of preconsolidation pressure, whereas Casagrande (1936), Van Zelst (1948), Schmertmann (1953) and Sällfors methods (1975) are the graphical ones. In this paper, seven of them that utilizes different axes are considered: Casagrande method: e -log(σv') (6) Van Zelst method: ΔH/H -log(σv') (7) Schmertmann method: e -log(σv') (8) log(1 + e) -log(σv') (11) Senol and Saglamer method: …”
Section: Methodsmentioning
confidence: 99%
“…Casagrande, 1936;Tavenas et al, 1979) were reviewed by Messerklinger (2001) for use in numerical simulations with elasto-plastic constitutive models. Methods that could be implemented were summarized and it was concluded that the intersection of two straight lines Footnote 4 continued approximating the test results was the best method for evaluating the yield stress, when the data are used for elasto-plastic models.…”
Section: Data Evaluationmentioning
confidence: 99%