Abstract

The paper presents an approach for rationalizing the factors of safety in the analysis and design of foundations, wherein a single lumped value is assigned to an uncertain soil parameter on the basis of multiple field testing. A soil-foundation system, comprising a geosynthetic layer (idealized as a beam) placed over a random poor soil and overlain by a compacted sand layer and the foundation beam, has been modeled in a lumped parameter mode. The model parameters comprise among other, the relative stiffness of the random poor soil that has been treated as a lognormally distributed random variable. Monte Carlo simulation has been performed on the model at various levels of the coefficient of variation (<i>COV</i>) of the uncertain/random parameter to arrive at the probability distribution functions (PDF) of the state variables viz., the normalized mid-span deflection and bending moment in the foundation beam. These PDFs have been subsequently invoked to correlate the factors of safety to the <i>COV</i> and the risk of failure. It has been suggested that factors of safety should be introduced in the foundation design by considering <i>COV</i> of the uncertain soil parameters and the allowable risk.

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