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- Gate AB is a square with a dimension of 3m. Wherein it is tilted with an angle of inclination of 60°. The gate is submerged with oil (sg=0.82) on its left side. From point A of the gate it measures 3m vertically. Determine the following: a) The force acting on the gate. b) the location of the force. *A force sensor is immersed in a iquid with a density of 61 lb/ to a depth of 42 in and then placed in a second liquid with a density of 732 N/. What is the change in force on the sender if the diameter of the sensor is 8 cm and the change in depth is 5.9 cm?In hydrostatic pressure force experiment. A rectangular plate with dimensions W= 9.0 m wide and 45 cm high is placed in water vertically (along its height) such that 5 cm of its height is above water surface. What is the multiplication of Ycp x W, where Ycp is the center of pressure in meter and W is the plate wide in meter?
- In the water, a square plate with (side= a) is lying vertically, with its upper horizontal edge touching the water's surface. The positions of the centre of pressure (h*) on the planar surface and the total pressure force (P) will be determined by: [Where, p is the density of water (a) P=pga/2, h=2/3.a (b) P=pga¹/2, h=2/5.a (c) P pga/4, h-2/5.a (d) P=pga/3, h=2/3.a (e) P=pga¹/5, h=2/7.aA vertical plate is submerged in water and has the shape as seen in the picture. Using the facts that the density of water is 1000 kg/m³ and acceleration due to gravity is 9.8 m/s², calculate the hydrostatic force (in N) against the end of the tank. Make sure your answer is correct to the nearest thousand. (Hint: First set up a Riemann sum that approximates the hydrostatic force, which can then be used to obtain an integral that represents the force.) 20 m Hydrostatic force =Calculate the depth of the center of pressure for vertical rectangular plate having a height h = 10ft and base b = 5ft, and submerged in a liquid with its base at the liquid surface. If the upper base of the vertical rectangular plate given in the example problem is submerged by 12ft below the water surface, determine the location of the hydrostatic force and center of pressure. Answer should be (53,040 lbf and 17.4902ft)
- A wooden log of 0.8m diameter and 6m length is floating in water. Find the depth of wooden log in water when the specific gravity of the wooden log is 0.7? (Fluid Mechanics)A tank that weighs 5kg is filled with 3 liquids shown below. What is the force at the bottom of the seawater (S.G. = 1.3) if the diameter of the tank is 2m?The force on the triangular plate that is submerged in water as shown below waters surface 6m 4m is given by pf(y) dy, where p is the weight density of water Compute a + b + f(2) F=[pfov)dy.w