Research Article
Ultimate Bearing Capacity of Ring Foundations Embedded in Undrained Homogeneous Clay
Table 1
Bearing capacity coefficient
of the circular foundation.
| No. | | Method of analysis | Percent difference with this paper | Reference |
| 1 | 7.41 | Elastic plastic theory | -18.76 | Terzaghi [27] | 2 | 6.00 | Plastic theory | 0.33 | Skempton [28] | 3 | 6.05 | Plastic theory and experiments | -0.50 | Meyerhof [29] | 4 | 6.05 | Plastic theory | -0.50 | Eason and Shield [30] | 5 | 6.17 | Elastic plastic theory | -2.43 | Hansen [31] | 6 | 6.34 | Stress characteristics method | -5.05 | Tant and Craig [32] | 7 | 5.856 (LB) 6.227 (UB) | FE limit analysis | 2.80 -3.32 | Salgado et al. [33] | 8 | 6.09 | Small strain FE analysis | -1.15 | Edwards et al. [34] | 9 | 6.166 | FE analysis | -2.37 | Taiebat and Carter [35] | 10 | 5.945 | Small strain FE analysis | 1.26 | Gourvenec and Mana [36] | 11 | 6.08 | Small strain FE analysis | -0.99 | Lee et al. [16] | 12 | 6.05 | Stress characteristics method | -0.50 | Keshavarz and Kumar [37] | 13 | 6.056 | Finite difference method | -0.59 | Benmebarek et al. [38] | 14 | 6.05 | Stress characteristics method | -0.50 | Martin [39] | 15 | 6.01 | Lower bound limit analysis | 0.17 | Kumar and Khatri [40] | 16 | 6.16 | Upper bound limit analysis | -2.27 | Kumar and Chakraborty [41] | 17 | 5.98 | Finite element method | 0.67 | Birid and Choudhury [17] | 18 | 6.04 | Finite element limit analysis | 0.33 | Keawsawasvong and Lai [19] | 19 | 6.02 | FE limit analysis | — | Present study |
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Note: LB = lower bound limit analysis; UB = upper bound limit analysis.
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