
doi: 10.3208/sandf.47.717
handle: 11311/264986
The problem of determining the best profile for a c, φ soil slope is tackled, with reference to rigid rotational failure mechanisms. By means of limit analysis, upper bound values of collapse load are determined. A new mathematical function is derived to compute the external work made by the weight of a double spiral shaped soil region sliding away. It is found that a log spiral front is associated with a larger safety factor than a planar one. The obtained results may also explain the log-spiral shape of perimeter walls of some typical Japanese castles.
slope stability, cohesive-frictional materials, upper bound, (<b>IGC</b>: E6/G6/H9), Engineering (General). Civil engineering (General), limit analysis, optimization, 004
slope stability, cohesive-frictional materials, upper bound, (<b>IGC</b>: E6/G6/H9), Engineering (General). Civil engineering (General), limit analysis, optimization, 004
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