Class Work1. The tank shown in Figure 1. has a 4 m diameter plug at the bottom on the right. The height H ofwater is 7 m and at this height the plug will pop out at the top for the hydrostatic force exertedFor this condition, what will be the horizontal force P. required to keep the tank closed?Figure 1Figure 25mHFigure 32. In Figure 2, the wicket dam is used to hold water up to 5 m high and the dam is 3 m wide andis pivoted at its centre A. Determine the reaction force from the supporting member AB on thedam. Neglect the weight of the dam.60°WaterWater6 mPlugD = 4 mHingePHinge303. The gate ABC as shown in Figure 3 is hinged at C and is in the form of quarter-circle wallradius 6 m. If the width of the gate is 3.5 m, calculate the force required at support B to holdthe gate in position.50°BBAPGate 3.2 m 4. Calculate the curved panel BC hinged at B as shown in Figure 4 is a 60° arc, perpendicular tothe bottom at C. If the panel is 4 m wide into the paper, estimate the resultant hydrostatic forceof the water on the panel.Figure 4R = 3 mB60°Water0C5. Calculate the total hydrostatic force on the gate with width 2.5 m and pivoted at O; D is 3 m shownin Figure 5. The gate is composed of a lower curved section and an upper vertical section. Thecx², where c = 0.2.5 m¹. Also,curved section is parabolic and is described by the equation y =compute the height H, if a horizontal force P = 30 kN is applied to point A.Watery = (x²← PGateFigure 5

Name: Class Work1. The tank shown in Figure 1. has a 4 m diameter plug at t
Uploaded: 2024-03-20T06:56:55.000Z
Channel: Bartleby
Description: Class Work1. The tank shown in Figure 1. has a 4 m diameter plug at the bottom on the right. The height H ofwater is 7 m and at this height the plug will pop out at the top for the hydrostatic force exertedFor this condition, what will be the horizo

Hi, We will solve first question for you since the exact one is not mentioned. Please resubmit the…

Engineering

Mechanical Engineering

1. The tank shown in Figure 1. has a 4 m diameter plug at the bottom on the right. The height H of water is 7 m and at this height the plug will pop out at the top for the hydrostatic force exerted. For this condition, what will be the horizontal force P. required to keep the tank closed? Water Figure 1 H P Plug D = 4 m 50°

1. The tank shown in Figure 1. has a 4 m diameter plug at the bottom on the right. The height H of water is 7 m and at this height the plug will pop out at the top for the hydrostatic force exerted. For this condition, what will be the horizontal force P. required to keep the tank closed? Water Figure 1 H P Plug D = 4 m 50°

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

See similar textbooks

Similar questions

B3. A rectangular plate of width 35 mm, depth =85 mm is vertically placed in water in such a way that the centre of the plate is 3.25 m below the free surface of water. Draw the diagram neatly. Find the total pressure & center pressure on the plate. (Enter only the values by referring the unit given. Also upload the hand written answers in the link provided) Total Pressure on the circular plate (in N) Centre of Pressure on the circular plate (in m)
a drum has gasoline s.g=0.9, with oil s.g=0.8 and sea water s.g=1.03. the depth of the liquid is 0.8m, 0.5m, and 1.0 for gasoline, oil and sea water.1. find absolute pressure at depth 1.2m 2.find the depth at 1.8m 3. find the force F at depth 2.1m when diameter of drum is 0.5m
3- Find the total pressure and position of center of pressure FREE WATER SURFACE on a triangular plate of base 2 m and height 3 m which is 60 2.5 immersed in water in such a way that the plane of the plate h* -2 m makes an angle of 60 with the free surface of the water. 3 m YP The base of the plate is parallel to water surface and at a depth of 2.5 m from water surface.
1- Panel BC in the figure is circular. Compute (a) the hydrostatic force of the water on the panel; (b) its center of pressure; and (c) the moment of this force about point B. Given and unknowns: Assumptions: Schematic: Governing Equation(s): Analysis and Results: Water at 20°C C 50° B 3 m 3 m 3 m
QI: In Figure below find the resultant pressure force and the depth of the centre of pressure on the cylinder gate of diameter 4 ft which has a circular hole of 0.9 ft diameter located above the centre of the main gate by I ft. 1.2 Oil, S-0.8 D-0.9
Problem 4-4 An open tank 1.82m square weighs 3,425N and contains 0.91m of water. It is acted by an unbalanced force of 10,400N parallel to a pair of sides. What is the force acting in the side with the smallest depth?
For the tank shown below. The base of tank is semicirele, if the length of tank is (10m) find: 1. Vertical force on the base of tank (point C). 2. Horizontal force at the arc (BC). 3. Force acted on the inclined wall of tank (AB). 40° 40 oil, s:3= 2-1 3m B. 2m
Rectangle Gate AB has length L and width b into the paper is hinged at B and has negligible weight. The liquid level, water, h does not reach the top of the gate for an angle theta. Find an equation for the force P, required to keep the gate in equilibrium. Solve for width, b. In the figure. (hint: draw a free-body diagram for the left and right side of the gate separately)
A glass window has the shape of a trapezoid with height 3m, width at the top of 4m, and width at the bottom of 9m. The window is part of a tank of water, with the top of the window at a depth of 2m. Find the hydrostatic force on the window.
5. A circular gate 2 m in diameter has water on one side and is inclined 45 degrees with the horizontal. Water is 1.50 m above the top of the gate. (a) Draw the free-body diagram of the gate. (b) Compute the force acting on the gate in kN and its location (i.e. from the center of gravity to the center of pressure) in meters. (c) Also, if the top of the gate is a hinge, what force in kN perpendicular to the gate is needed to open the gate at the bottom (i.e. intersection of the gate and river bed)?
A tank contains water up to a height of 10 m. One of the sides of the tank is inclined. The angle between free surface of water and inclined side is 60 degrees. The width of the tank is 5 m. Find the force in kN exerted by the water on the incline side. ( With Free Body Diagram)
Partition Stop. 5m Water Gasoline Hinge A vertical wall separates two different fluids in an open tank. The right side of the tank contains gasoline (SG = 0.8) at a depth of 5m. A rectangular gate hinged 5m high and 3m wide is located in the wall and hinged at the bottom. Water is poured on the left side of the tank. Determine the total hydrostatic force developed by the oil and its location. Select the correct response: 333.13KN, 3.87m 292.67 kN, 2.32m 324.1 kN, 3.79m 412.01 kN, 2.50m 294.3 kN, 3.33m