3. The arm of the excavator can be approximated with weights W1 and W2 located at their indicated centers of gravity. Determine: Force in cylinder EH (indicate tension or compression) FEH = Ibs. (T or C) - 28 in.- H 8 in. 11 in. 14 in. 14 in. 5 in. 16 in. G B 4 in. 12 in. -60 in.- -84 in. 8 in.8 in. 10 in. W, = 1500 Ibs W2 = 2000 Ibs
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- Q3/. The portable floor crane in the automotive shop is lifting a 420 lb engine. For the position shown compute the magnitude of the force supported by the pin at Cand the oil pressure pagainst the 3.20 in-diameter piston of the hydraulic-cylinder unit AB. See figure (3). 42 45 100 Ib 18 3 ft 3 ft- 30 200 Ib ft 30" 30 30 kg 2 ft B B Fig (1) Fig (2) Fig (3)Q3/. The portable floor crane in the automotive shop is lifting a 420 lb engine. For the position shown compute the magnitude of the force supported by the pin at Cand the oil pressure pagainst the 3.20 in-diameter piston of the hydraulic-cylinder unit AB. See figure (3). 45 100 Ib te-18 15 3 ft 3 ft- 30 200 lb ft 30 30 30 kg 2 ft B 12 Fig (1) Fig (2) Fig (3)5.) A lO-kN car and 5-kN hoist are supported 1.8 m above the floor by a cylinder with a 300-mm bore . What pressure will this develop in the system?
- 2. A solid consists of a cylinder and a hemisphere of equal radius fixed base to base. Find the ratio of the radius to the height of the cylinder, so that the solid has its centre of gravity at the common face. (Ans. 2:11 Hint. For stable equilibrium, the centre of the body should beelow the common face or maximum lie on it. So take the centre of gravity of the body at a distance (a) from the bottom of the hemisphere.30 in. 40 in. A F 25 in. 45 in. 35 in. Show Transcribed Text 60° A thin U-shaped member is kept in equilibrium in the vertical plane by up to three fingers and the cord (gravity acts downward). The weight of the member is uniformly distributed with 0.1 lb/in. So the total weight is 17.5 lb. Neglect the thickness of the member and any friction between the fingers and the member. Assume the finger force at G is zero. Determine the cord force and the other finger forces.Q.1) Draw a Free Body Diagram for each object indicated below. Include values for known forces and moments and variables for any unknown quantity. Use dashed lines to include any dimensions or angles when appropriate. Any two-force member should be modeled using a single force in the appropriate direction. (a) Draw member ABD assuming all members have negligible mass. B, C, and D are all pin connections. T 1 in. -3 in. A 50 lb 2 in. B -5 in. D 3 in. (b) Draw member ABC. Assume the mass of ABC is negligible, the mass and size of pulleys C and D are negligible and the pulleys are frictionless. A represents a pin connection. Welded 0.5 m 1200 mm-600- D mm 0.4 m B 300 mm 0.4 m A 400 kg uniform steel beam is welded to the wall at A. An 80 kg man stands on the beam while holding the end of a cable that wraps around a pulley having negligible friction and negligible mass. Treat the man as a rigid body with two feet contacting the beam. (c) Draw the steel beam and man as one FBD. (d) Draw the…
- Q4: of a car غطاء محرك The i Jul. The bonnet is held open at an angle of 60° to the horizontal by a vertical force V applied at one end of the bonnet (shown on the diagram). The long, has a weight of 25 N and its center diagram shows the open bonnet bonnet is 0.90 m of gravity G is 0.35 m from the hinge at O. 1) On the diagram, draw and label the two forces other than V acting on the bonnet. By taking moments about A, Proof that the vertical 2) force V applied at the end of the bonnet is 9.7 N. 3) Calculate the magnitude of the force acting at the hinge ON.97 lll i docs.google.com/forms/d/e, o when you upload files and submit this form. Not adyan.rashid.etcn3@student.atu.edu.iq? Switch account Q/ The mass center G of the 1400-kg rear- engine car is located as shown in the figure. Determine the normal force under each tire when the car is in equilibrium. State any assumptions. 1386 mm - 964 mm Nf= 1500, Nr= 2500 Nf= 2200, Nr= 4050 Nf= 2800, Nr= 4500 None of ablove Nf= 2820, Nr= 4050 Upload the solveThe portable floor crane in the automotive shop is lifting a 530-lb engine. For the position shown compute the magnitude of the force supported by the pin at Cand the oil pressure p against the 3.36-in:diameter piston of the hydraulic-cylinder unit AB. Assume a- 5 in, b= 33 in, c= 14 in, e 54 in, and e = 36. Answers: Ib Ib/in? p=
- 1. A non-uniform is 4.5m long and weighs 640N. It is balance when a 270N weight is hung 0.800m from the light end of the bar and the bar is pivoted at its center. Where is the center of gravity of the bar? 2.Two workers carry a non-uniform beam weighing 730N. The beam is 2.6m long and its center of gravity is 1.1 m from one end. If the workers hold the beam at its end, how much does each worker lift?Calculate the forces, in Newtons, for the following1. member FG2. pin H3. hydraulic cylinder AB where P= 789 theta = 37.4What is the height h2 (in)? Group B S = 0.7 e = 15 Group A D1 = 6 in S= 0.8 D1 = 5 in D2 = 0.25 in 0 = 10 h1= 2 in D2 = 0.3 in h1= 2.25 in e. Weight of mass = 18 Ibm Weight of mass = 13 lbm Weight- Weight h2 Oil Oil Piston Piston W W. D2 DI D CX