A 5 k N cylinder is supported by beam AB and cable as shown in figure, when the| force P is 0.63 kN and the distance L is 0.466 m. Determine the reaction at A( pin) on the beam and the forces exerted by the cylinder on the beam AB? Calculate * 1. 1)Tension of cable? 2. 2)Horizontal reaction Ax of Cable beam ? 3. 3) Vertical reaction of beam Ay * 4. 4) Horizontal reaction of cylinder R1? * 5. 5)Vertical reaction of cylinder O.6 1.Z R2? *

A 5 k N cylinder is supported by beam AB and cable as shown in figure, when the| force P is 0.63 kN and the distance L is 0.466 m. Determine the reaction at A( pin) on the beam and the forces exerted by the cylinder on the beam AB? Calculate * 1. 1)Tension of cable? 2. 2)Horizontal reaction Ax of Cable beam ? 3. 3) Vertical reaction of beam Ay * 4. 4) Horizontal reaction of cylinder R1? * 5. 5)Vertical reaction of cylinder O.6 1.Z R2? *

Mechanics of Materials (MindTap Course List)

9th Edition

ISBN:9781337093347

Author:Barry J. Goodno, James M. Gere

Publisher:Barry J. Goodno, James M. Gere

Chapter2: Axially Loaded Members

Section: Chapter Questions

Problem 2.2.16P: A uniform bar AB of weight W = 25 N is supported by two springs, as shown in the figure. The spring...

See similar textbooks

Similar questions

nonuniform beam 4.50 m long and weighing 1.40 kNmakes an angle of 25.0° below the horizontal. It is held in position bya frictionless pivot at its upper right end and by a cable 3.00 m fartherdown the beam and perpendicular to it . The center ofgravity of the beam is 2.00 m down the beam from the pivot. Lightingequipment exerts a 5.00 kN downward force on the lower left end ofthe beam. Find the tension T in the cable and the horizontal and verticalcomponents of the force exerted on the beam by the pivot. Start bysketching a free-body diagram of the beam.
A uniform wooden beam AB 130 cm long and weighing 1.30 N rests on two sharp edges supports C and D placed 15 cm from each end of the beam respectively. A 0.3 N weight hangs from a thread 20 cm from A and a 0.85 N weight hangs similarly 45 cm from B. find the reactions at the supports
A prismatic bar AE of negligible weight is hinged to avertical wall at A and supported by a strut BD as shownin Fig. 1. Find the reaction induced at A and B throughthe action of a sphere of weight W tied by a string CFthat is parallel to AE. Also, find the tension in the string.The radius of the sphere is such that the points B and Care at the same level. Assume W = 1000 lb.
A 20.0-m-long uniform beam weighing 560 N rests on walls A and B, as shown in the figure (Figure 1). a) Find the maximum weight of a person who can walk to the extreme end D without tipping the beam. b) Find the forces that the walls A and B exert on the beam when the person is standing at D c) Find the forces that the walls A and B exert on the beam when the person is standing at a point 2.8 m to the right of B. d) Find the forces that the walls A and B exert on the beam when the person is standing 1.5 m to the right of A.
A uniform, 8.0 m, 1150 kgbeam is hinged to a wall and supportedby a thin cable attached 2.0m from the free end of the beam(Fig. ). The beam is supportedat an angle of 30.0° above thehorizontal. (a) Draw a free-body diagramof the beam. (b) Find the tensionin the cable. (c) How hard doesthe beam push inward on the wall?
In the figure shown, there is an armature that is supported by a cable and a simple support at B. In addition, this armature rests on a spring with a constant as indicated in the figure. By applying the loads shown at points H and L, the spring is compressed by 10 cm.Determine:a) The reactions in the support at B and the tension in the cable AD.b) The force in the element I - K by the method of sections (determine if the element is in tension or compression)
A beam of mass Mv = 40 kg and length L = 3.0 m is attached to a hinge in the vertical wall. On the bar there is a block, of mass mb = 10 kg, which can be in different positions “x” on the wall. The cable that secures the end of the bar to the upper horizontal slab makes an angle θ = 45o with the bar, that is, with the horizontal (Figure).a) What are the minimum and maximum tensions in the cable as the block moves along the beam?b) If the block is at the center of the beam, what force will the hinge exert?
1. A prismatic bar AE of negligible weight is hinged to a vertical wall at A and supported by a strut BD as shown in Fig. 1. Find the reaction induced at A and B through the action of a sphere of weight W tied by a string CF that is parallel to AE. Also, find the tension in the string. The radius of the sphere is such that the points B and C are at the same level. Assume W = 1000 lb.05:54 PM
The Figure shows a bar AB, of length L, which is supported at point A, against the wall andsuspended by a cable at point B, and a weight w is hung from it at end B. The weight of thebar AB and cable weight are negligible. Suppose the weight W and the angles θ1 and θ2are known. What is the direction of the reaction force R of the wall against the bar
A frame structure, as shown in the following diagram, is given. Calculate: (a) Reaction forces at each support (b) Forces acting on members AB, BD, and DE using the Section Method And it is known that P = 700 kN, Q = 300 kN, a = 10 m, b = 8 m, and c = 6m
Question 1) in FIG loading condition is given beam F force F = 65 kN , first distributed load W 1 = 41 kN / m , w 2 distributed load w 2 = 51 kN / m , θ angle θ = 48 ° and L length of L = 5 m . According to this; Question 1-A) B at the point y direction ( B y ) Determine the support reactions. (Enter yourresultwithout writing kN units.) Question 1-B) to the point in y direction ( A y ) Determine the support reactions. ( Enter yourresult without writing kN units.) Question 1-C) to the point in x direction ( A x ) Determine the support reactions. ( Enter yourresult without writing kN units.)
A board of mass mand length l is attached to a wall and a rope that makes an angle of theta, as shown. A block of mass M hangs from the right end of the board. Suppose m = 2.0kg, L = .60m, M = 0.50kg, and angle(theta) = degrees. a. Using numbers, what is the magnitude of the tension force in the rope connecting the board and wall? b. Using numbers, what is the magnitude of the force applied by the hinge? c. Using numbers, in what direction does the force applied by the hinge point?