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Publications by [Fenton G. A.]
Total Items found:
Griffiths D.V.
,
Paiboon J.
et al.
The purpose of the study is to investigate the influence of porosity and void size on equivalent geotechnical engineering properties. The paper uses random field theory to generate models of geomaterials containing spatially random voids with controlled porosity ...
Filed under:
Statistics & Reliability -
Probabilistic Methods
Reference:
Proc. 13th Int. Conf. on Computer Methods and Advances in Geomechanics (IACMAG 2011), Melbourne, Australia, (eds. N. Khalili and M. Oeser),
Pieczynska J.
,
Pula W.
et al.
The Random Finite Element Method has been employed for calculating the random characteristics of bearing capacity of a strip foundation. The study has been carried out for two different soils; a greyblue clay from Taranto in Italy, which is well defined from ...
Filed under:
Statistics & Reliability -
Probabilistic Methods
Reference:
Proc. of ICASP11, Applications of Statistics and Probability in Civil Engineering, eds. M.H.Faber et al.
Griffiths D.V.
,
Paiboon J.
et al.
The classical problem of a beam on an elastic foundation (BOEF) has long been of practical interest to geotechnical engineers, because it provides a framework for computing deflections, not only of foundations, but also of vertically oriented laterally loaded ...
Filed under:
Statistics & Reliability -
Risk & Reliability
Reference:
Géotechnique, 2011
Griffiths D.V.
,
Huang J.
et al.
Reliability tools have been applied to slope stability analysis more than<br>any other geotechnical application on account of the readily understood oncept of “probability of failure” as an alternative or complement to the traditional “factor of safety”. ...
Filed under:
Statistics & Reliability -
Risk & Reliability
Reference:
GeoFlorida Conference, West Palm Beach, Florida, Feb 23, 2010
This paper describes the Random Finite Element Method along with a few of its significant results over a variety of common geotechnical problems. The latter include groundwater modeling, shallow foundation settlement and bearing capacity, deep foundation capacity, ...
Filed under:
Statistics & Reliability -
Risk & Reliability
Reference:
ASCE GeoFlorida Conference, West Palm Beach, Florida, Feb 23, 2010
The reliability-based design of shallow foundations is generally implemented via a load and resistance factor design methodology embedded in a limit states design framework. For any particular limit state, the design proceeds by ensuring that the factored ...
Filed under:
Statistics & Reliability -
Risk & Reliability
Reference:
GeoHalifax2009 / GéoHalifax2009
Menzies T.
,
Fenton G. A.
et al.
The objective of this paper is to examine the influence of correlation length and hydraulic conductivity distribution on the probability of failure of a clay liner system. To achieve this objective, a two-dimensional (in plan) clayey liner system is simulated ...
Filed under:
Statistics & Reliability -
Probabilistic Methods
Reference:
GeoHalifax2009 / GéoHalifax2009
Griffiths D.V.
,
Fenton G. A.
et al.
Compares the earth pressure predicted by Rankine's theory with those obtained using a finite element analysis in which the soil is assumed to be spatially random.
Filed under:
Statistics & Reliability -
Soil
Reference:
Georisk, Vol.2, No.2, pp.113-121
Fenton G. A.
,
Zhang X.
et al.
Worldwide, there is growing interest in the development of a rational reliability-based geotechnical design code. The reasons for this interest are at least two-fold; first, geotechnical engineers face significantly more uncertainties than those faced in other ...
Filed under:
Statistics & Reliability -
Risk & Reliability
Reference:
Georisk: Assessment and Management of Risk for Engineered Systems and Geohazards, Vol 1, Issue 4, 2007
Evaluating the reliability of slopes against sliding failure is complicated by the fact that most slope soils are spatially variable. This means that instead of nice circular failure surfaces, slope failures tend to be more complex, following the weakest path ...
Filed under:
Statistics & Reliability -
Risk & Reliability
Reference:
Proceedings of the K.Y. Lo Symposium, on CD, London, Ontario, Canada, July 7-8