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- A 900 N-m couple is applied to the flywheel in the diagram. The minimum force X required to prevent rotation of the flywheel is also applied. If the coefficient of belt friction is 0.20, a. which tension is larger, TA or TB?Explain b. What is the angle of contact in radians? c. What is the value of the ratio TA/TB?Two smooth ball bearings, each of weight w and radius r, are placed inside a cylinder open at both ends. The assembly rests on a horizontal surface as shown in Figure P-3-4.12. If the cylinder is of weight W and radius R <2, find (a) the force exerted by either ball bearing on the cylinder, (b) the smallest value of W that will prevent the cylinder from tipping over. (c) Could the cylinder possibly tip if it were closed at the bottom?Determine the following a) reactions at the roller, b) reaction at A. The pulleys at C and D are small. The bar ABFC has a mass M. The mass center of gravity is located midway in the bar ABFC. GIVEN: L1= 1.5 m L2= 0.3 m L3= 0.4 m L4= 0.5 ft M= 520 N T=700 N PLS SHOW COMPLETE SOLUTION, DRAW THE FREE BODY DIAGRAM EACH ROUND OFF ONLY TO FOUR DECIMAL PLACES IN THE FINAL ANSWER, WRITE LEGIBLY PLS USE THE GIVEN VALUES PLS SHOW SOLUTION STEP BY STEP AND PLS DONT USE THE PREVIOUS SOLUTION PLS
- A rod 3.5 feet long rotates in a horizontal plane about a vertical axis through its center. At each end of the rod is fastened a cord 6 ft. long. Each cord is inclined at Ø = 450 with the vertical and supports a weight of 45 lbsA. Which of the following gives the speed of rotation “n” in rpm?a) n = 25.12 rpm b) n = 25.12 rpm c) n = 30.20 rpmd) n = 22.13 rpm B. What is the tension in the 5 feet long cord? a) T = 58.47 lbb) T = 63.63 lbc) T = 51.78 lb d) T = 48.25 lbThe turnbuckle shown in Figure has a square thread with a mean radius of 5 mm and a lead of 2 mm. If the coefficient of static friction between the screw and the turnbuckle is 0.25, determine the moment M that must be applied to draw the end screws closer together. Choices: A. 6.36 N-m B. 7.36 N-mSolve the following problems completely and neatly. Use 3 decimal places in all your computations except for strain and rho(5 decimal places). Input your answer in the text box provided in each number. Calculate the depth of compression block of the section in PART A in mm.0
- 1. The cantilever beam shown has a rectangular cross section 60 mm wide by h mm high. Find the height h if the maximum deflection is not to exceed 15 mm. Use E = 12 Gpa 2. For the beam loaded as shown in the figure, determine the deflection at midspan from the wall. Use E = 1.5 *106 psi and l = 40 inchUsing τall = 7.95 ksi and knowing that G = 5.6 × 106 psi, determine for each of the cold-rolled yellow brass bars shown the largest torque T that can be applied and the corresponding angle of twist at end B. Refer to Table 3.1. The torque for the brass bar (a) is kip·in. The angle of twist for the brass bar (a) is °. The torque for the brass bar (b) is kip·in. The angle of twist for the brass bar (b) is °.A lightweight rope is wrapped around a 1780-N drum,passes over a frictionless pulley, and is attached to aweight W. The coefficient of frictionbetween the drum and the surfaces is 0.50. Determinethe maximum amount of weight that can besupported by this arrangement.
- Provide illustration and label accordingly The uniform slender rod AB shown of weight W is supported by a peg at C and its end A rests against a vertical wall. The coefficients of friction at A and C are equal to f. Find the ratio L/a when motion is impending. If θ=30 ̊and f=0.3, find the ratio L/a.Two solid steel shafts (shafts) in the figureconnected with gears. Permission for steel shaftsthe permissible shear stress is 7000 psi. BC spindle1.6 in diameter and 1.25 in diameter of EF shaftit is known that the width applied to the shaft at the C pointCalculate the large TC torque.a) If the bolt exerts a force of 50 lb on the pipe in the direction shown, compute the force (lb): i) that the smooth contacts at A exert on the pipe. ii) that the smooth contacts at B exerts on the pipe. b) Determine the maximum weight of the pipe (lb) that the vise can hold if the magnitude of the forces at A and B are equal. ***Take note: ac = 9 lb. In other words, the pipe is 9 lb.