All Days 2007
DOI: 10.4043/19117-ms
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Statistical Description of Characteristic Soil Properties

Abstract: The paper discusses expressions such as "characteristic value", "best estimate", "upper bound" and "lower bound" used to describe a design soil profile in practice through the reanalysis of case studies. Characteristic (design) values of undrained shear strength were compared with the results of unbiased statistical analyses. It would seem that when one relies on laboratory test results to establish the characteristic (design) strength, the experienced engineers tend to lie much lower than the average, perhaps… Show more

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Cited by 28 publications
(9 citation statements)
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“…One of the challenges often encountered in geotechnical analysis and design involves the selection of representative values for input soil parameters. The selection of "best estimate," "upper bound," or "lower bound" is often based on expert judgment and past experience [50]. The associated uncertainties with the soil properties are limited to the extent to which the parameters could influence the outcome.…”
Section: Uncertainty In Model Parametersmentioning
confidence: 99%
“…One of the challenges often encountered in geotechnical analysis and design involves the selection of representative values for input soil parameters. The selection of "best estimate," "upper bound," or "lower bound" is often based on expert judgment and past experience [50]. The associated uncertainties with the soil properties are limited to the extent to which the parameters could influence the outcome.…”
Section: Uncertainty In Model Parametersmentioning
confidence: 99%
“…where s um is the undrained shear strength at the sand-clay interface and k is the rate of increase in s u with depth z. The selection of the design undrained shear strength s u was based on a statistical method (Lacasse et al 2007;InSafeJIP 2011), with the best linear profile obtained as…”
Section: Soil Investigation and Undrained Shear Strength Profilementioning
confidence: 99%
“…For example, Table 5 compares the  m obtained using the mean capacity and the  m obtained using the characteristic value for some of more cases presented in Table 1. The characteristic capacity was assumed to be 0.5 time the standard deviation less than the mean value (Lacasse et al, 2007), i.e. Q characteristic =  Qult [1-0.5CoV(Q ult )].…”
Section: Interpretation Of Partial Safety Factorsmentioning
confidence: 99%