FORMULATION OF Gmax FROM RECONSTITUTED CLAYEY SOILS AND ITS APPLICATION TO Gmax MEASURED IN THE FIELD
Identifieur interne : 000224 ( PascalFrancis/Corpus ); précédent : 000223; suivant : 000225FORMULATION OF Gmax FROM RECONSTITUTED CLAYEY SOILS AND ITS APPLICATION TO Gmax MEASURED IN THE FIELD
Auteurs : Takayuki Kawaguchi ; Hiroyuki TanakaSource :
- Soils and foundations [ 0038-0806 ] ; 2008.
Descripteurs français
- Pascal (Inist)
English descriptors
- KwdEn :
Abstract
The elastic shear modulus of natural sedimentary clay ground, Gmax, is estimated based on laboratory tests for fifteen different reconstituted clays. Two types of tests were performed, i.e., Bender Element and Cyclic Triaxial tests. The proposed formulation is not based on void ratio, e, but consists of only three parameters: wL (liquid limit), p' (the current mean effective stress) and p'max (the maximum mean consolidation pressure). To apply it to the field, this equation is modified for using σ'v0 (the in situ effective overburden pressure) and OCR, instead of p' and p'max. Since existing formulae for Gmax are mostly based on e, they are not able to apply to both reconstituted soil and field, without considering the correction factor for structure. This is because e in the field is much larger than that for reconstituted soil even though their consolidation pressures and OCR are the same for these clays. The applicability of the proposed formula was examined by using investigated results from the in-situ seismic surveys performed at eleven worldwide sites. It is well demonstrated that the proposed equation in this paper is capable of predicting Gmax of natural sedimentary clay deposits with higher accuracy than the existing empirical formulae using a function of e.
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NO : | PASCAL 09-0285905 INIST |
---|---|
ET : | FORMULATION OF Gmax FROM RECONSTITUTED CLAYEY SOILS AND ITS APPLICATION TO Gmax MEASURED IN THE FIELD |
AU : | KAWAGUCHI (Takayuki); TANAKA (Hiroyuki) |
AF : | Department of Civil Engineering, Hakodate National College of Technology/Japon (1 aut.); Division of Solid Waste, Resources and Geoenvironmental Engineering, Graduate School of Engineering, Hokkaido University/Japon (2 aut.) |
DT : | Publication en série; Niveau analytique |
SO : | Soils and foundations; ISSN 0038-0806; Coden SOIFBE; Japon; Da. 2008; Vol. 48; No. 6; Pp. 821-831; Bibl. 39 ref. |
LA : | Anglais |
EA : | The elastic shear modulus of natural sedimentary clay ground, Gmax, is estimated based on laboratory tests for fifteen different reconstituted clays. Two types of tests were performed, i.e., Bender Element and Cyclic Triaxial tests. The proposed formulation is not based on void ratio, e, but consists of only three parameters: wL (liquid limit), p' (the current mean effective stress) and p'max (the maximum mean consolidation pressure). To apply it to the field, this equation is modified for using σ'v0 (the in situ effective overburden pressure) and OCR, instead of p' and p'max. Since existing formulae for Gmax are mostly based on e, they are not able to apply to both reconstituted soil and field, without considering the correction factor for structure. This is because e in the field is much larger than that for reconstituted soil even though their consolidation pressures and OCR are the same for these clays. The applicability of the proposed formula was examined by using investigated results from the in-situ seismic surveys performed at eleven worldwide sites. It is well demonstrated that the proposed equation in this paper is capable of predicting Gmax of natural sedimentary clay deposits with higher accuracy than the existing empirical formulae using a function of e. |
CC : | 001D14F01; 295 |
FD : | Essai sol; Formulation; Sol argileux; Application; Argile; Essai en place; Essai laboratoire; Module cisaillement; Mesure in situ; Module élasticité; Déformation; Méthode essai; Etude comparative |
ED : | Soil test; Formulation; Clay soil; Application; Clay; In situ test; Laboratory test; Shear modulus; Measurement in situ; Elastic modulus; Deformation; Test method; Comparative study |
SD : | Ensayo suelo; Formulación; Suelo arcilloso; Aplicación; Arcilla; Ensayo en sitio; Ensayo laboratorio; Módulo cizalladura Coulomb; Medición en sitio; Módulo elasticidad; Deformación; Método ensayo; Estudio comparativo |
LO : | INIST-19776.354000187008400060 |
ID : | 09-0285905 |
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<record><TEI><teiHeader><fileDesc><titleStmt><title xml:lang="en" level="a">FORMULATION OF G<sub>max</sub>
FROM RECONSTITUTED CLAYEY SOILS AND ITS APPLICATION TO G<sub>max</sub>
MEASURED IN THE FIELD</title>
<author><name sortKey="Kawaguchi, Takayuki" sort="Kawaguchi, Takayuki" uniqKey="Kawaguchi T" first="Takayuki" last="Kawaguchi">Takayuki Kawaguchi</name>
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<author><name sortKey="Tanaka, Hiroyuki" sort="Tanaka, Hiroyuki" uniqKey="Tanaka H" first="Hiroyuki" last="Tanaka">Hiroyuki Tanaka</name>
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<sourceDesc><biblStruct><analytic><title xml:lang="en" level="a">FORMULATION OF G<sub>max</sub>
FROM RECONSTITUTED CLAYEY SOILS AND ITS APPLICATION TO G<sub>max</sub>
MEASURED IN THE FIELD</title>
<author><name sortKey="Kawaguchi, Takayuki" sort="Kawaguchi, Takayuki" uniqKey="Kawaguchi T" first="Takayuki" last="Kawaguchi">Takayuki Kawaguchi</name>
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<term>In situ test</term>
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<front><div type="abstract" xml:lang="en">The elastic shear modulus of natural sedimentary clay ground, G<sub>max</sub>
, is estimated based on laboratory tests for fifteen different reconstituted clays. Two types of tests were performed, i.e., Bender Element and Cyclic Triaxial tests. The proposed formulation is not based on void ratio, e, but consists of only three parameters: w<sub>L</sub>
(liquid limit), p' (the current mean effective stress) and p'<sub>max</sub>
(the maximum mean consolidation pressure). To apply it to the field, this equation is modified for using σ'<sub>v0</sub>
(the in situ effective overburden pressure) and OCR, instead of p' and p'<sub>max</sub>
. Since existing formulae for G<sub>max</sub>
are mostly based on e, they are not able to apply to both reconstituted soil and field, without considering the correction factor for structure. This is because e in the field is much larger than that for reconstituted soil even though their consolidation pressures and OCR are the same for these clays. The applicability of the proposed formula was examined by using investigated results from the in-situ seismic surveys performed at eleven worldwide sites. It is well demonstrated that the proposed equation in this paper is capable of predicting G<sub>max</sub>
of natural sedimentary clay deposits with higher accuracy than the existing empirical formulae using a function of e.</div>
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<server><NO>PASCAL 09-0285905 INIST</NO>
<ET>FORMULATION OF G<sub>max</sub>
FROM RECONSTITUTED CLAYEY SOILS AND ITS APPLICATION TO G<sub>max</sub>
MEASURED IN THE FIELD</ET>
<AU>KAWAGUCHI (Takayuki); TANAKA (Hiroyuki)</AU>
<AF>Department of Civil Engineering, Hakodate National College of Technology/Japon (1 aut.); Division of Solid Waste, Resources and Geoenvironmental Engineering, Graduate School of Engineering, Hokkaido University/Japon (2 aut.)</AF>
<DT>Publication en série; Niveau analytique</DT>
<SO>Soils and foundations; ISSN 0038-0806; Coden SOIFBE; Japon; Da. 2008; Vol. 48; No. 6; Pp. 821-831; Bibl. 39 ref.</SO>
<LA>Anglais</LA>
<EA>The elastic shear modulus of natural sedimentary clay ground, G<sub>max</sub>
, is estimated based on laboratory tests for fifteen different reconstituted clays. Two types of tests were performed, i.e., Bender Element and Cyclic Triaxial tests. The proposed formulation is not based on void ratio, e, but consists of only three parameters: w<sub>L</sub>
(liquid limit), p' (the current mean effective stress) and p'<sub>max</sub>
(the maximum mean consolidation pressure). To apply it to the field, this equation is modified for using σ'<sub>v0</sub>
(the in situ effective overburden pressure) and OCR, instead of p' and p'<sub>max</sub>
. Since existing formulae for G<sub>max</sub>
are mostly based on e, they are not able to apply to both reconstituted soil and field, without considering the correction factor for structure. This is because e in the field is much larger than that for reconstituted soil even though their consolidation pressures and OCR are the same for these clays. The applicability of the proposed formula was examined by using investigated results from the in-situ seismic surveys performed at eleven worldwide sites. It is well demonstrated that the proposed equation in this paper is capable of predicting G<sub>max</sub>
of natural sedimentary clay deposits with higher accuracy than the existing empirical formulae using a function of e.</EA>
<CC>001D14F01; 295</CC>
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<ED>Soil test; Formulation; Clay soil; Application; Clay; In situ test; Laboratory test; Shear modulus; Measurement in situ; Elastic modulus; Deformation; Test method; Comparative study</ED>
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