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A room is located at the bottom of the water. The room has a square gate...
A room is located at the bottom of the water. The room has a square gate...
A room is located at the bottom of the water. The room has a square gate 2*2 m2 as shown in figure. The gate makes an angle 30° with the horizontal line. Find the air pressure inside the room (Pair). Water density 1028 m3/Kg. Water Surface 20m 30° Square gate Pin Pair
A room is located at the bottom of the water. The room has a square gate...
A room is located at the bottom of the water. The room has a square gate 2*2 m2 as shown in figure. The gate makes an angle 30° with the horizontal line. Find the air pressure inside the room (Pair). Water density 1028 m3/Kg. Water Surface 20m 30° Square gate Ipin Pair
Question_3 (10 points) A room is located at the bottom of the water. The room has...
Question_3 (10 points) A room is located at the bottom of the water. The room has a square gate 2*2 m² as shown in figure. The gate makes an angle 30° with the hotizontal line. Find the air pressure inside the room (Pair). Water density 1028 m®/Kg. Water Surface 20m 30° Square gate Pin Pair
Q7 (a). Figure 7a shows a gate holding 2-m depth water behind it. The gate is...
Q7 (a). Figure 7a shows a gate holding 2-m depth water behind it. The gate is in the direction of 30 from the horizontal direction. The width of the gate is 4 m. The density of water is p 1000 kg/m2 The weight of the gate can be ignored. Determine the reactions of the gate at A and B. (g= 10 m/s2) В 30° Figure 7a
3. The underwater gate is holding water from entering inside the channel with atmospheric pressure inside,...
3. The underwater gate is holding water from entering inside the channel with atmospheric pressure inside, so assume it is negligible. Outside is a fresh water with the density of 1000 kg/m'. At p.C is a pin holding the gate (two reactions!). There is a lock at p.A with horizontal reaction. The length of a gate is 8m (perpendicular to you). Determine: .1 The pressure on the BC and AB 3.2 Reactions at p.C and p.A. 3.3 Will the bolt...
Problem 3 A gate, in the shape of a quarter-cylinder with a radius of 2.7 m,...
Problem 3 A gate, in the shape of a quarter-cylinder with a radius of 2.7 m, is hinged at A and scaled at B, as shown in the figure. The gate is 8 m wide. The bottom of the gate is 5 m below the water surface. Assume the water temperature is 20°C (a) Determine the magnitude and direction of the resultant force on the gate. (b) If the gate is made of a material with a density of 6400...
Theta is 30 degrees Wall (3) The gate shown in the figure is 1.2m wide and...
Theta is 30 degrees
Wall (3) The gate shown in the figure is 1.2m wide and has 10 kN weight. The gate has uniform density and rests against a smooth wall at A. If the density of the seawater over the gate is 1025 kg/m', determine: (a) the resultant force on the gate due to sea water pressure, (10%) Sea water Density = 1025kg/ml 5.1m Gate 2.2m B Moment of inertia equation for a rectangle (b) the location of the...
Problem 3: A plane gate of uniform thickness holds back a depth of water as shown in the figure. The gate thickness is 2 m, the length L is equal to 3 m, and the angle 0 equals 30°. Determine a....
Problem 3: A plane gate of uniform thickness holds back a depth of water as shown in the figure. The gate thickness is 2 m, the length L is equal to 3 m, and the angle 0 equals 30°. Determine a. The average pressure on the gate. b. The hydrostatic force F applied to the gate and its components, vertical and horizontal c. Determine the volume of the "missing water" above the gate. What do you fincd interesting about this...
1. Calculate the force required F to maintain a square closed gate of 0.25 m2. Consider...
1. Calculate the force required F to maintain a square closed gate of 0.25 m2. Consider that the pressure (gauge) acting on the surface of the water is 300 Torr. Neglect the weight of the gate. 300 Torr Air 0.5 m 2.5 m Hinge 0.5 m Methanol SG-0.79 0.5 m
A 6-m-hight, 4-m-wide rectangular gate is located at the end of an open freshwater tank. The...
A 6-m-hight, 4-m-wide rectangular gate is located at the end of an open freshwater tank. The gate is hinged at the top and held in place by a force F. The pressure is proportional to the depth of the water and the average pressure p_avg exerted on the gate by the water is: where deltap is the difference in pressure between the bottom of the gate (P_1) and the surface (p_0). The resulting force of the water on the gate...
A room is located at the bottom of the water. The room has a square gate 2*2 m2 as shown in figure. The gate makes an angle 30° with the horizontal line. Find the air pressure inside the room (Pair). Water density 1028 m3/Kg. Water Surface 20m 30° Square gate Pin Pair
A room is located at the bottom of the water. The room has a square gate 2*2 m2 as shown in figure. The gate makes an angle 30° with the horizontal line. Find the air pressure inside the room (Pair). Water density 1028 m3/Kg. Water Surface 20m 30° Square gate Ipin Pair
Question_3 (10 points) A room is located at the bottom of the water. The room has a square gate 2*2 m² as shown in figure. The gate makes an angle 30° with the hotizontal line. Find the air pressure inside the room (Pair). Water density 1028 m®/Kg. Water Surface 20m 30° Square gate Pin Pair
Q7 (a). Figure 7a shows a gate holding 2-m depth water behind it. The gate is in the direction of 30 from the horizontal direction. The width of the gate is 4 m. The density of water is p 1000 kg/m2 The weight of the gate can be ignored. Determine the reactions of the gate at A and B. (g= 10 m/s2) В 30° Figure 7a
3. The underwater gate is holding water from entering inside the channel with atmospheric pressure inside, so assume it is negligible. Outside is a fresh water with the density of 1000 kg/m'. At p.C is a pin holding the gate (two reactions!). There is a lock at p.A with horizontal reaction. The length of a gate is 8m (perpendicular to you). Determine: .1 The pressure on the BC and AB 3.2 Reactions at p.C and p.A. 3.3 Will the bolt...
Problem 3 A gate, in the shape of a quarter-cylinder with a radius of 2.7 m, is hinged at A and scaled at B, as shown in the figure. The gate is 8 m wide. The bottom of the gate is 5 m below the water surface. Assume the water temperature is 20°C (a) Determine the magnitude and direction of the resultant force on the gate. (b) If the gate is made of a material with a density of 6400...
Theta is 30 degrees
Wall (3) The gate shown in the figure is 1.2m wide and has 10 kN weight. The gate has uniform density and rests against a smooth wall at A. If the density of the seawater over the gate is 1025 kg/m', determine: (a) the resultant force on the gate due to sea water pressure, (10%) Sea water Density = 1025kg/ml 5.1m Gate 2.2m B Moment of inertia equation for a rectangle (b) the location of the...
Problem 3: A plane gate of uniform thickness holds back a depth of water as shown in the figure. The gate thickness is 2 m, the length L is equal to 3 m, and the angle 0 equals 30°. Determine a. The average pressure on the gate. b. The hydrostatic force F applied to the gate and its components, vertical and horizontal c. Determine the volume of the "missing water" above the gate. What do you fincd interesting about this...
1. Calculate the force required F to maintain a square closed gate of 0.25 m2. Consider that the pressure (gauge) acting on the surface of the water is 300 Torr. Neglect the weight of the gate. 300 Torr Air 0.5 m 2.5 m Hinge 0.5 m Methanol SG-0.79 0.5 m
A 6-m-hight, 4-m-wide rectangular gate is located at the end of an open freshwater tank. The gate is hinged at the top and held in place by a force F. The pressure is proportional to the depth of the water and the average pressure p_avg exerted on the gate by the water is: where deltap is the difference in pressure between the bottom of the gate (P_1) and the surface (p_0). The resulting force of the water on the gate...
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