2001
DOI: 10.1007/bf02482196
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Strain-rate effect on the tensile behaviour of concrete at different relative humidity levels

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Cited by 160 publications
(60 citation statements)
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“…However, there seems to be no consensus as to whether an increase or decrease occur in the dynamic behaviour as the water content is changed. Rossi et al (1992), Cadoni et al (2001), Yan & Lin (2006), Zhou (2007) have found that substantial strength increases for wet concrete in the regime with moderate strain rate, where dry concrete has been demonstrated to be relatively insensitive. Logunova et al (1994) achieved the same conclusion for compressive strength through tests.…”
Section: Introductionmentioning
confidence: 96%
“…However, there seems to be no consensus as to whether an increase or decrease occur in the dynamic behaviour as the water content is changed. Rossi et al (1992), Cadoni et al (2001), Yan & Lin (2006), Zhou (2007) have found that substantial strength increases for wet concrete in the regime with moderate strain rate, where dry concrete has been demonstrated to be relatively insensitive. Logunova et al (1994) achieved the same conclusion for compressive strength through tests.…”
Section: Introductionmentioning
confidence: 96%
“…Brara et al [16] developed a spalling version of the SHPB for concrete to determine the tensile strength at high strain rates up to 120 1/s. Cadoni et al [17] used the Hopkinson Bar Bundle with 100 m-long strain energy storing steel cables for large concrete specimen with square cross section of 200 Â 200 mm 2 . The setup was devised to diminish the non-uniform distribution of axial stress across the large sized bars and achieved a strain rate of 10 1/s.…”
Section: High Strain Rate Testing Of Concrete In Tensionmentioning
confidence: 99%
“…Thus, the strain (rather than stress) vector on each microplane is the projection of the macroscopic strain tensor. So we have, 1) where N , M and L are the magnitudes of the three strain vectors corresponding to each microplane, and N ij = n i n j , M ij = (n i m j + m i n j )/2 and L ij = (n i l j + l i n j )/2, n, m, and l being the three mutually orthogonal normal and tangential unit vectors characterizing that microplane, and the subscripts i and j = 1,2,3. Secondly, a variational principle (principle of virtual work) relates the stresses on the microplanes (σ N , σ M and σ L ) to the macro-continuum stress tensor σ ij , to ensure equilibrium; it is expressed as…”
Section: Microplane Model M7 With Scaled Boundariesmentioning
confidence: 99%