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Determine the resultant loadings acting on the cross sections at points D and E of the frame.
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- k = 2.5 lb/ft 5 G 0.85 4 ftShow complete solutions and figures The diameters of the two cylinders A and B in the figure shown are 80 mm and 750 mm, respectively. The face of the piston is 1.2 m above the face of the weight platform. The space in between the piston and the weight is filled with oil (s.g.=0.80). If F=75 N, Determine the following: the value of Wrequired to maintain equilibrium. a) 38.6 N b) 86.3 N c) 63.8N d) 83.6 N e) NoneIf FB 560 N and Fc = 700 N, determine the magnitude and coordinate direction angles of the resultant force acting on the flag pole.
- A) Calculte T1 B) Draw Free Body Digram4)A 3.00 m long, 8.0 kg pole is attached to a wall by a hinge on its left side. A cable attached to the right end of the pole holds it horizontal. The cable attaches at a 55.0° angle. A 10.0 kg box hangs from the pole at a point 1.25 m from the right end of the pole. (see diagram) hinge. 55° 1,25m a) Write out the sum of the forces and sum of the torques equations. b) What will be the Tension on the cable? 10k₂ c) What will be the magnitude and direction of the force on the hinge?
- 1The water pressure acting on a masonry dam varies asshown. If the dam is 20 ft wide, determine the following:a) Equivalent point load of triangular loadb) Equivalent point load of trapezoidal loadc) Resultant force of the water pressure acting on the dam1 0 Calculate the total volume of the cylindrical component below (not to scale): L1 D1- D1 = 1.12 cm D2 = 0.71 cm D3 = 1.58 cm L1 = 18.68 cm L2 = 15.36 cm L3=13.77 cm L4 = 9.77 cm Answer: Check L2 L3 L4 D2- What is the volume of the cylindrical component? (State your answer in S.I. units (m³), accurate to 3 significant figures) D3
- P1.60 A block of weight W is being pulled over a table by another weight Wo, as shown in Fig. P1.60. Find an algebraic formula for the steady velocity U of the block if it slides on an oil film of thickness h and viscosity u. The block bottom area A is in contact with the oil. Neglect the cord weight and the pulley friction. Assume a linear velocity profile in the oil film.A = 20 in.² Oil SG=0.86 A = 50 in.² 5 ft 0.8 ft SG = 2.5Dwarf Fortress. A group of dwarves made an outpost far from their homeland, "Moria, Middle-Earth". They have set-up the outpost near the river. In order to attract adventurers to their outpost, they constructed an underground tavern below (height h1 = 50m) the river. They dug a tunnel and an artificial cistern. Just above = this cistern (height h2= 10m) is the underground tavern. Using Bernoulli's equation and Fluid dynamics, explain if this plan is going to work or not. Meaning, explain if the water will pour out of the cistern into the tavern. If this plan is not going to work, what will be your suggestions (Dwarves live underground. They refuse to create the tavern on the surface)