1.) Water backs up behind a concrete dam as shown in the figure. Leakage under the foundation gives a pressure distribution under the dam as indicated. If the water depth, h, is too great, the dam will topple over about its toe (point A). Base on a per unit length analysis of the dam with specific weight of the concrete as 150 lb/ft3, determine the maximum water depth for the following widths of the dam. L = 30 ft. Water 80 ft Water h,= 10 ft

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
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1.) Water backs up behind a concrete dam as shown in the figure. Leakage under the foundation gives a pressure distribution
under the dam as indicated. If the water depth, h, is too great, the dam will topple over about its toe (point A). Base on a per unit
length analysis of the dam with specific weight of the concrete as 150 lb/ft³, determine the maximum water depth for the
following widths of the dam. L = 30 ft.
Water
80 ft
Water
h,= 10 ft
PA= yh
Pg=yh
Transcribed Image Text:1.) Water backs up behind a concrete dam as shown in the figure. Leakage under the foundation gives a pressure distribution under the dam as indicated. If the water depth, h, is too great, the dam will topple over about its toe (point A). Base on a per unit length analysis of the dam with specific weight of the concrete as 150 lb/ft³, determine the maximum water depth for the following widths of the dam. L = 30 ft. Water 80 ft Water h,= 10 ft PA= yh Pg=yh
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