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The present paper is to study how to achieve optimization of a piled raft foundation with varied cushion rigidity. The analysis model of piled raft foundation was set up using the fictitious pile method, and Fredholm's integral equations of the second kind were deduced to solve the problems. By simulating the cushion with Winkler springs, the effect of cushion was taken into consideration. The present method is suitable to analyze the foundation under working loads and could be applied to solve problems of different rigidities of piles and cushion. By adjusting the cushion's rigidity, the optimizing goal could be reached. Numerical examples are presented to illustrate the design principles.
The present paper is to study how to achieve optimization of a piled raft foundation with varied cushion rigidity. The analysis model of piled raft foundation was set up using the fictitious pile method, and Fredholm's integral equations of the second kind were deduced to solve the problems. By simulating the cushion with Winkler springs, the effect of cushion was taken into consideration. The present method is suitable to analyze the foundation under working loads and could be applied to solve problems of different rigidities of piles and cushion. By adjusting the cushion's rigidity, the optimizing goal could be reached. Numerical examples are presented to illustrate the design principles.
Optimization of Composite Piled Raft Foundation with Varied Rigidity of Cushion
GeoShanghai International Conference 2006 ; 2006 ; Shanghai, China
Foundation Analysis and Design ; 29-34
2006-05-11
Conference paper
Electronic Resource
English
Optimization of Composite Piled Raft Foundation with Varied Rigidity of Cushion
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