Foundation analysis and design
Citations
4 citations
4 citations
4 citations
4 citations
Cites background from "Foundation analysis and design"
...Bowles (2002) brings to light that Hansen (1970)‟s equations allow any D/B (Depth of base/Width of base) so they can be used for both...
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4 citations
Cites background or methods from "Foundation analysis and design"
...3, representative of a cohesionless soil (Bowles, 1997). It is held constant, as its variability has little effect on settlement (Fenton et al., 1996). Three statistical properties: the mean; coefficient of variation and the scale of fluctuation describe the variability of the elastic modulus. The coefficient of variation (COV) is a measure of the spread of values about the mean and is defined as the ratio of the standard deviation to the mean. COV values of 20%, 50% and 100% are used to simulate increased soil variability, as shown in Table 1. For the purposes of this paper, a profile with COV = 20% represents a relatively uniform soil profile, while profiles with COV = 50% and 100%, represent moderately and highly variable profiles, respectively. The scale of fluctuation (SOF) is a measure of the spatial dependence of points within the profile, where a small scale of fluctuation gives a soil profile where properties vary rapidly about the mean over short distances, while longer scales of fluctuation show properties which vary slower and more continuously. SOF values of 1 m, 4 m and 16 m have been used in this paper, as shown in Table 1. Profiles are simulated with isotropic correlation where the SOF is the same in all three directions. It is common, however, that soils possess anisotropic correlation, where the SOF in the horizontal direction is greater than the vertical. Jaksa et al. (2005) have investigated these effects on the reliability of site investigations....
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...Poisson’s ratio is set to a constant value of 0.3, representative of a cohesionless soil (Bowles, 1997)....
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...3, representative of a cohesionless soil (Bowles, 1997)....
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...(2003) adopted in this paper, involves using the Local Average Subdivision (LAS) method (Fenton and Vanmarcke, 1990) to generate threedimensional random fields to simulate soil profiles and three-dimensional finite element analysis (3DFEA) developed by Smith and Griffiths (2004). The results in this paper include two “complete knowledge” designs utilising the complete and exact knowledge of the simulated soil profile....
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...As with similar studies concerning stochastic 3DFEA (Fenton et al., 1996; Fenton and Griffiths, 2002; Fenton et al., 2003), only the serviceability of the foundation is considered. This allows the 3DFEA to be restricted to a linear-elastic analysis, reducing the required computational time. The comparison of 3DFEA design with the limited knowledge design using a common settlement model, allows the investigation of the inherent model error. Such model errors are a result of simplifications and assumptions, similar to the idealised strain profile used in the Schmertmann (1970) model....
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