Question 8 A car is submerged in water as shown in the figure below. What will be the resultant hydrostatic force on the door? 8m 80kN 83N Door, 1.1 mx 0.9m (1.1mx0.9m) 38kN 83kN
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- At what depth below the surface of the oil, relative density 0.83 will produce a pressure of 100 kN/m2. What depth of water is this equivalent to? Depth of oil in meters Answer for part 1 Depth of water is this equivalent to Answer for part 2The given Figure is shown a curve surface. It is required to determine the magnitude, direction, and line of action of the vertical component, the horizontal component, and the resultant hydrostatic force acting on the surface in case () is 1.3 m, specific weight of water is 9770.5 N/m3, and width of the curve is 1.8 m. 1. B Water (write here only FH with two numbers after the decimal xxxxx.xx) for full answer use the pdf file 719At what depth below the surface of the oil, relative density 0.89 will produce a pressure of 120 kN/m2. What depth of water is this equivalent to? Depth of oil in meters Depth of water is this equivalent to Question 2
- A combine 9.3’ of water, 6.5’ of oil (SG = 0.71), and 5.0’ of air at 26 psig and 70 deg F. What is the absolute pressure at the bottom of the container?The flat surface shown is submerged vertically in water. Find the fluid force against the surface. The weight density of water is 62.4lb/ft'. -8 ft 8 ft 8 ft Enter the exact answer. F = i lbThe flat surface shown is submerged vertically in water. Find the fluid force against the surface. The weight density of water is 9810 N/m. 6m 5m 8m Enter the exact answer. F = %3D
- The cylinder shown in the figure extends 9ft into the paper. If the cylinder has the radius of 4 ft, compute the vertical component of the hydrostatic force of the oil on the cylinder. 90 Oil ( s.g. = 0.85 ) 4 ft 90° 50°The cylinder shown in the figure extends 8 ft into the paper. If the cylinder has the radius of 4 ft, compute the vertical component of the hydrostatic force of the oil on the cylinder. 90 Oil (s.g. = 0.85 ) 4 ft 90° 50°The flat surface shown is submerged vertically in water. Find the fluid force against the surface. The weight density of water is 62.4 lb/ft. 4ft 8 ft Enter the exact answer. F = lb exact number, no tolerance
- 4.) The pressure gage reading is 70 kPa. Find the weight (kN) of the piston. 1mø Piston 1 m Ol S= 0.861265 mm 195 mm 825 mm 1. If the water rises to 150 mm above the bottom of the door, calculate the hydrostatic force on the door (using standard units), Why? (Hint:Question 3 A triangular water trough is "a" metres wide and "a" metres deep, as shown in Figure 3. If the trough is filled with water, calculate the magnitude and location of the resultant force acting on the triangular end plates (shaded in grey). The density of water is 1000 kg/m³ (ignore the atmospheric pressure). Use the value of "a" corresponding to the last digit of your SID from Table 1. "a" m "am Figure 3: Triangular water trough a=7