6 m 20 m .i.sm B IE 1 F4m! G 10 m e = 0.85 !G = 2.67 ! k= 3 x 10-3 cm/s Impervious clay A dam shown in Figure Q1 (c) r

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6 m 20 m .i.sm B IE 1 F4m! G 10 m e = 0.85 !G = 2.67 ! k= 3 x 10-3 cm/s Impervious clay A dam shown in Figure Q1 (c) r

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6 M 20 M I Sm B Ie 1 F4m G 10 M E 0 85 G 2 67 K 3 X 10 3 Cm S Impervious Clay A Dam Shown In Figure Q1 C R 1
6 M 20 M I Sm B Ie 1 F4m G 10 M E 0 85 G 2 67 K 3 X 10 3 Cm S Impervious Clay A Dam Shown In Figure Q1 C R 1 (35.89 KiB) Viewed 37 times
6 M 20 M I Sm B Ie 1 F4m G 10 M E 0 85 G 2 67 K 3 X 10 3 Cm S Impervious Clay A Dam Shown In Figure Q1 C R 2
6 M 20 M I Sm B Ie 1 F4m G 10 M E 0 85 G 2 67 K 3 X 10 3 Cm S Impervious Clay A Dam Shown In Figure Q1 C R 2 (65.71 KiB) Viewed 37 times
6 m 20 m .i.sm B IE 1 F4m! G 10 m e = 0.85 !G = 2.67 ! k= 3 x 10-3 cm/s Impervious clay
A dam shown in Figure Q1 (c) retains 6m of water. A sheet pile wall on the upstream side (which is to reduce seepage under the dam) penetrates 4m into a 10m thick of silty sand stratum. Below the silty sand is a thick deposit of clay. Assume that the silty sand is homogeneous and isotropic. (i) Calculate q in cm/s. (2 marks) (ii) Analyze the pore water pressure distribution on the front of the sheet pile (at every 2m @ at points A, F and G). Given the Nd of points A, F and G are 0.5, 1.5 and 3.0 respectively. (3 marks) (iii) Analyze the pore water pressure distribution at the base of the dam. (at every 5m @ at points A, B, C, D and E). Given the Nd of points A, B, C, D and E are 5.6, 6.7, 8.0, 10.0, 13.0 respectively. (5 marks) (iv) Determine the uplift force under the dam. (2 marks) (v) Calculate the factor of safety against piping. Given Lmin=0.85m. (3 marks)
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