... 1.5m 1.8m Salt Water 0.9m Shown is a vertical trapezoidal gate submerged in sea water (SG = 1.03). Determine the magnitude of the total hydrostatic force acting on the vertical gate.
Q: Q2) ) If the vertical component of the hydrostatic force on the gate BC shown in fig.2 is 1200 kN…
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Q: 2- A semicircular 30-ft-diameter tunnel is to be built under a 150-ft-deep, 800-ft-long lake, as…
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Q: Q2: Gata AB Fig, below, 6m wide and weight 5 kN, it is hinged at B, determine the water level h,…
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Q: The tank in Fig. 1 is 3 m wide into the paper. Compute the hydrostatic (a) horizontal force…
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Q: The total weight of a Cubical body is W____N in the air. The cube has a side length of 0.4 m. If the…
A: Given data: W=754 NL=0.4 mSG=0.85 Need to find the condition of the cube.
Q: A circular wooden log is floating in water. It has a diameter of 1.41m, length of 6.5m, and…
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Q: Find the magnitude of the hydrostatic force acting on the curve AB? (Density of w kg/m3) Surface is…
A: Givenl=1msurface is 1mh¯=1+12=1.5mIG=1×1312=112
Q: Q-5 The dam in Fig. is a quarter circle 50 m wide into the paper. Determine the horizontal and…
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Q: 3. The gate shown opens and closes automatically. At what depth of water H will it open. Neglect the…
A: Dear student, According to the guidelines I am allowed to answer only one…
Q: watersurface. 1-3 m hinged gate P 3 m
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Q: 2: A rectangular gate, 3m width, hinged as shown in figure (1) Determine A - The total hydrostatic…
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Q: 4. Find the force on the following triangular submerged plate in water and location of its center of…
A: Introduction: The pressure produced by a fluid at equilibrium owing to gravity at a specific place…
Q: A tank full of water is designed with ends in the shape of an isosceles triangle with height 6…
A: given isosceles triangluar shape tannk full of water with height h=6mand width w=17m
Q: QuestionPlate AB of width =2m, supported by a cable at B and hinge at A. unit weight of water…
A: Hydrostatic force Hydrostatic forces are the resultant force caused by the pressure loading of a…
Q: A dam 6m on top, 12m at the bottom and 20m high has water 15m depth acting on its vertical side. 1.…
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Q: Solve the hydrostatic force components of AB, BC, and CD using the general solution. Be sure to…
A: given; →DC=1m→AB=2.5m→CB=8m→density of water (ρ)=1000kg/m3
Q: Determine the force on the plate which has the shape of the trapezoid with side equation y = 2x – 6…
A: Finding the dimension of the trapezoid by the given equation y= 2x - 6 2x - y =6 x/(6/2) + y/(-6) =1…
Q: The sluice gate shown is a circular arc of radius 6m and angle B=50o. The water level behind the…
A: given; radius(r)=6mB=500length(l)=5mdensity of water(ρ)=1000kg/m3
Q: The spherical buoy shown in Fig.1 of the radius R the square gate AB opens when the water rises to…
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Q: A rectangular sluice gate is situated on the vertical wall of lock. The vertical side of the sluice…
A: A rectangular sluice gate is known to be located on the vertical wall of the lock.The sluice's…
Q: 3.89 Determine the hydrostatic force acting on the radial gate if the gate is 40 ft long (normal to…
A: Given:r=50 ftl=40 ft
Q: 1.) Find the total hydrostatic force (kN) acting on one side of the gate. 2 m
A: The pressure exerted by the fluid at a point which is located at a depth of h from the surface is…
Q: The zoo is building a new polar bear exhibit, and wants to put a semi-circular window in the…
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Q: Estimate the vertical depth at which the resultant hydrostatic force is acting.
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Q: A semicircular 40-ft-diameter tunnel is to be built under a 150-ft-deep, 800-ft-long lake. Determine…
A: Given data: Depth of the lake, hd =150 ft Length of the lake, l = 800 ft Diameter of tunnel, d = 40…
Q: Q2) ) If the vertical component of the hydrostatic force on the gate BC shown in fig.2 is 1200 kN…
A: Assume that width of the gate is w and vertical component of force act on face BC is 1200kN . So…
Q: 10. A square frame 3m by 3m in dimension is submerged in water vertically with its top 3m from the…
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Q: At what depth below the surface of the oil, relative density 0.84 will produce a pressure of 120…
A: Density of the oil is ρ=γρw=0.84×1000=840 kg/m3 Here ρw is the density of water. The pressure is…
Q: [Stability] A 10-cm by 10-cm wood (sg = 0.65) with a length of 2 m is placed in water. Determine the…
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Q: Q5: The rectangular gate AB has a length of L and width 2L and weight W, hinged at B, find P to…
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Q: A semicircular 40-ft-diameter tunnel is to be built under a 150-ft-deep, 800-ft-long lake. Determine…
A: Given data: Depth of the lake, hd =150 ft Length of the lake, l = 800 ft Diameter of tunnel, d = 40…
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A: Given data: d=1 mA=4×2 m2 Need to determine the metacentric height.
Q: The tank in Fig. 2/is 3 m wide into the paper. Compute the hydrostatic (a) horizontal force…
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Q: Determine the magnitude and location of the equivalent hydrostatic force acting on the circular gate…
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Q: 10. A bouy two meters in diameter and four meters high and weighing 12 kN is floating in the ocean.…
A: Consider W as the weight as the buoy, FB as the buoyant force and T as the tension in the rope…
Q: B3. A rectangular plate of width 45 mm, depth =60 mm is vertically placed in water in such a way…
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Q: 3. A semicircular 40-ft-diameter tunnel is to be built under a 150-ft-deep, 800- ft-long lake, as…
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Q: (c) A Gate AB in Fig. 1(c) is 1.2 m long and 1.0 m width. Neglecting atmospheric pressure, determine…
A: Length of gate AB = 1.2 m Width = 1 m SG of oil = 0.82
Q: Water. 20°C 4m He. 20 3m H.W3 water in a tank is pressurized to 85cmHg as show in Fig. Determine the…
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Q: A triangular wooden body (S=0.80) is placed in water in the position indicated in the figure. If the…
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Q: Question 1 As shown, water (15°C) is in contact with a square panel; d- 1.2 m and h= 2.5 m.…
A: Given:Square panel;d=1.2 mh= 2.5 m
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- One side of the container has a 03-m square door that is hinged at its top edge. If the container is filled with water, determine the smallest force F that must be applied to the bottom edge of the door to keep it closed.The cylindrical water tank with R = 10 ft and H = 1.6 ft has thin steel walls of uniform thickness and weighs 18000 lb when empty. Determine the depth of the water h for which the center of gravity G of the tank plus water will be located at the surface of the water. For water, use =62.4lb/ft3.The sides of a triangular area measure 2 m, 3 m, and 3 m respectively. Calculatethe force of water on one side of the area if the 2-m side is horizontal and 10 mbelow the surface and the triangle is on a 600-angle sloped upward. a) how far below the surface is the center of pressure of thehydrostatic force?
- A trapezoidal plate measuring 2m at top edge and 3m at the bottom edge is immersed in water with the plan making an angle of 30 0 to the free surface of water. The top and the bottom edges lie at 1m and 2m respectively from the surface. Determine the hydrostatic force on the plateA trough is filled with a liquid of density 840 kg/m3 . Theends of the trough are equilateral triangles with sides 8 mlong and vertex at the bottom. Find the hydrostatic force onone end of the trough.A square lamina (each side equal to 2m) is submerged vertically in water such that the upper edge of the lamina is at a depth of 0.5 m from the free liquid surface. What will be the hydrostatic pressure in kPa on the lamina? Determine the center of gravity on the lamina from the free liquid surface.
- As shown in the illustration, a 6-m-wide, 15-m-long barge is filled with rocks and floats in water. Assume that the rocks' and barge's center of gravity, G, is positioned along the centerline at the barge's surface. What is the metacentric height in meters if the barge carrying the rocks weights 1,765.8 kN?Calculate the resultant of hydrostatic force on the gate. What vertical force P isnecessary to lift the gate at point A. The weight of the gate is 800 N. Width of the gateis 1.6 m.4. At what depth below the surface of the oil, relative density 0.85 will produce a pressure of 120 kN/m? What depth of water is this equivalent to? A. Depth of oil in meters? B. Depth of water is this equivalent to?
- A plate has the shape of a circle with radius 5 m. The plate is submerged vertically in water so that thebottom of the plate is 15 m below the surface of the water. Find the hydrostatic force exerted on the platedue to the hydrostatic pressure of the water.Find the hydrostatic force in kN acting in a triangular plate of base 2 m and height 3 m which is immersed in water in such a way that the plane of the plate makes an angle of 60 degrees with the free surface of the water. The base of plate is parallel to water surface and at a depth of 2.5 m from the water surface.The tank in Fig. 1 is 3 m wide into the paper. Compute the hydrostatic (a) horizontal force component (b) vertical force component and (c) resultant force on quarter-circle panel BC. Consider Specific weight for water (γwater) = 9810 N/m.