2016
DOI: 10.1193/021215eqs029mr1
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Comparison of Equivalent Linear and Nonlinear Site Response Analysis Results and Model to Estimate Maximum Shear Strain

Brian Carlton,
Kohji Tokimatsu

Abstract: We compared the results of equivalent linear (ELA) and nonlinear site response analyses (NLA) and found that the differences between the values of the peak ground acceleration ( PGA), peak ground velocity ( PGV), Arias intensity ( I a), significant duration ( D5–75), and response spectrum for periods between 0.025 s and 2 s predicted by each method are non-negligible for maximum shear strain values predicted by ELA ( γ max, ELA) greater than 0.04% to 1.0%. As γ max, ELA increases, ELA in general predict smalle… Show more

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Cited by 25 publications
(9 citation statements)
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References 22 publications
(41 reference statements)
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“…2020, 10, 2999 9 of 23 is 16.17%. The calculation results of the nonlinear dynamic constitutive model are generally smaller than those of the equivalent linear method, which is consistent with previous research [35,50,51] and is necessary to represent the actual behavior of the soil. In addition, the differences of peak responses and relative differences for five typical ground motions selected from different earthquakes are further calculated and listed in Table 2.…”
Section: Justification Of the Davidenkov Model In Ground Motion Propa...supporting
confidence: 88%
“…2020, 10, 2999 9 of 23 is 16.17%. The calculation results of the nonlinear dynamic constitutive model are generally smaller than those of the equivalent linear method, which is consistent with previous research [35,50,51] and is necessary to represent the actual behavior of the soil. In addition, the differences of peak responses and relative differences for five typical ground motions selected from different earthquakes are further calculated and listed in Table 2.…”
Section: Justification Of the Davidenkov Model In Ground Motion Propa...supporting
confidence: 88%
“…Besides these studies, others have focused on the predictions between equivalent-linear and nonlinear site response models (without comparisons to observations) for the purpose of developing recommendations for the thresholds at which these model types deviate (e.g., Rathje and Kottke [2011], Assimaki and Li [2012], Carlton and Tokimatsu [2016], Kim et al [2016], and Eskandarinejad et al [2017]; the thresholds in these latter three studies use a proxy for the maximum shear strain proportional to PGV / VS30, where PGV is the peak ground velocity and VS30 is the time-averaged shear-wave velocity in the upper 30 m of the subsurface). Additional studies have focused on the influence of site response model input parameters; for example, Assimaki et al (2006), Rathje et al (2010), and Griffiths et al (2016b) evaluated the effects of assumed shear-wave velocity profiles on site response predictions, and Afshari and Stewart (2017) evaluated the effect of small-strain damping using 21 downhole arrays in California.…”
Section: Introductionmentioning
confidence: 99%
“…This study compared the differences between parameters calculated from site response analyses using different SR values with standard deviations from GMPEs. The differences are defined as non-negligible when they are greater than one quarter of the standard deviation calculated by a GMPE for the same parameter, similar to Carlton and Tokimatsu (2016). According to this criterion, the value of SR has a non-negligible effect on the predicted values of γ max , T m , and Sa at short and long periods (see Table 1 and Figure 5).…”
Section: Discussionmentioning
confidence: 99%
“…Figure 2 shows the shear wave velocity profiles. Carlton and Tokimatsu (2016) give more details on the sites and ground motions used in the site response analyses.…”
Section: Site Response Analysesmentioning
confidence: 99%
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