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Consider the arrangement shown: a = 8 m, b = 6 m, h = 12 m and 0 =30°, the gate has a width of 1.0 m into the paper. The block has a specific gravity of 7.0 and it's totally immersed in oil (S= 0.82). Calculate 1) The hydrostatic force acting on the gate (in kN). 2) The vertical distance between the line of action of the hydrostatic force "center of pressure" and water surface (in m). 3) The volume of the block required to start opening the gate. (in m³). Ο Rope Hinge Water Block S=7.0 Oil S=0.82 Gate

Consider the arrangement shown: a = 8 m, b = 6 m, h = 12 m and 0 =30°, the gate has a width of 1.0 m into the paper. The block has a specific gravity of 7.0 and it's totally immersed in oil (S= 0.82). Calculate 1) The hydrostatic force acting on the gate (in kN). 2) The vertical distance between the line of action of the hydrostatic force "center of pressure" and water surface (in m). 3) The volume of the block required to start opening the gate. (in m³). Ο Rope Hinge Water Block S=7.0 Oil S=0.82 Gate

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Consider the arrangement shown: a = 8 m, b = 6 m, h = 12 m and 0 =30°, the gate has a width of 1.0 m into the paper. The block has a specific gravity of 7.0 and it's totally immersed in oil (S= 0.82). Calculate 1) The hydrostatic force acting on the gate (in kN). 2) The vertical distance between the line of action of the hydrostatic force "center of pressure" and water surface (in m). 3) The volume of the block required to start opening the gate. (in m³). Ο Rope Hinge Water Block S=7.0 Oil S=0.82 Gate
Transcribed Image Text:Consider the arrangement shown: a = 8 m, b = 6 m, h = 12 m and 0 =30°, the gate has a width of 1.0 m into the paper. The block has a specific gravity of 7.0 and it's totally immersed in oil (S= 0.82). Calculate 1) The hydrostatic force acting on the gate (in kN). 2) The vertical distance between the line of action of the hydrostatic force "center of pressure" and water surface (in m). 3) The volume of the block required to start opening the gate. (in m³). Ο Rope Hinge Water Block S=7.0 Oil S=0.82 Gate
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