Foundation analysis and design
Citations
8 citations
Cites background or methods from "Foundation analysis and design"
...A total pile ultimate carrying capacity of an axial static load can be generally defined as follows: [12] QQuu = QQbb + QQss = qqbbAApp + �ffssAAss Eq....
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...Bowles (1996)[12] suggested maximum value of dimensionless frequency factor of dynamic foundation ao = 1....
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...[12] QQaa = QQbb SSSSbb + QQss SSSSss Eq....
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...This group of methods comprises Vesic (1977)[142], Coyle & Castello (1981)[24], Su-method (Bowles, 1996)[12], α-method (Tomlinson, 1971)[137], β-method (Burland, 1973)[14] and λ-method (Vijayvergiya & Focht, 1972)[143], as quoted from Salgado & Lee (FHWA, 1999)[121]....
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...53 [12] CCddyynn,ii = CC′ii + 2KK′iiββdd ωω Eq....
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8 citations
8 citations
8 citations
Cites background from "Foundation analysis and design"
...The values of 10 mm and 25 mm lateral deflections are considered acceptable deflections at working and ultimate loads, respectively (Bowles 1996; McVay et al. 2000)....
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8 citations