2013
DOI: 10.1061/(asce)gt.1943-5606.0000895
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Damping of Sands for Varying Saturation

Abstract: A series of resonant column tests have been performed in the torsional mode of vibration to assess the effect of saturation, starting from the near dry state to the fully saturated state, on the damping ratio of sands corresponding to the threshold strain level. Tests were carried out on three different gradations of sand for various combinations of relative density and effective confining pressure. For fine sands, a certain optimum degree of saturation exists at which the damping ratio minimizes; it is known … Show more

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Cited by 30 publications
(7 citation statements)
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References 21 publications
(28 reference statements)
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“…These observations were attributed primarily to the additional viscous damping component in moist and saturated samples which increased material damping in comparison with the dry specimens. These results are in qualitative agreement with the observed response of pure sands, for example the research work by Madhusudhan and Kumar (2013). In their study, the effect of the degree of saturation on material damping of a quartz sand was investigated.…”
Section: Small-strain Materials Dampingsupporting
confidence: 88%
“…These observations were attributed primarily to the additional viscous damping component in moist and saturated samples which increased material damping in comparison with the dry specimens. These results are in qualitative agreement with the observed response of pure sands, for example the research work by Madhusudhan and Kumar (2013). In their study, the effect of the degree of saturation on material damping of a quartz sand was investigated.…”
Section: Small-strain Materials Dampingsupporting
confidence: 88%
“…However, a few studies have been carried out in the literature on the material damping of granular soils in the presence of inter-particle water. 86 As expected theoretically and also truly confirmed by the negative power of ′ in a mathematical sense, the soil damping is considerably higher in magnitude close to the ground surface and decreases abruptly with depth. This reduction along depth continues insofar as the damping ratio reaches fairly constant magnitudes.…”
Section: Soil Materials Dampingsupporting
confidence: 71%
“…This difference is attributed to the saturation of liquefiable sands. 57 As for structures, a similar increase is N (final) Chi-chi 1.0 g Scaled to PGA = 1.0 g, 0~60 s / / / / Note: PGA = peak ground acceleration, PGV = peak ground velocity, AI = arias intensity, HI = Housner intensity observed, from 5.38% for nonliquefiable sands to 8.43% for liquefiable sands (increased by 57%). These damping ratios serve as complements to references of damping ratios for future numerical simulations of soil-structure systems.…”
Section: Frequency and Damping Of The Soil-bridge Systemmentioning
confidence: 67%