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A small 250-g collar C can slide on a semicircular rod which is made to rotate about the vertical AB at a constant rate of 7.5 rad/s. Knowing that the coefficients of friction are us
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Vector Mechanics For Engineers
- Two 2.6-lb collars A and B can slide without friction on a frame, consisting of the horizontal rod OE and the vertical rod CD, which is free to rotate about CD . The two collars are connected by a cord running over a pulley that is attached to the frame at O and a stop prevents collar B from moving. The frame is rotating at the rate 0 =12 rad/s and r= 0.6 ft when the stop is removed allowing collar A to move out along rod OE . Neglecting friction and the mass of the frame, determine, for the position r= 1.2 ft, (a) the transverse component of the velocity of collar A, (b) the tension in the cord and the acceleration of collar A relative to the rod OE.arrow_forwardThe 38-lb collar A is released from rest in the position shown and slides up the 30° inclined bar with negligible friction due to the action of the constant force P = 45 lb applied. on the wire.Assuming that the maximum deformation of the spring is 6 inches, determine b) The required stiffness K of the spring, in lb/ft. The position of the small pulley B is fixed.arrow_forwardA 50 Ib block A is attached to a wire that is wrapped around the shown flywheel of 30" radius and I = 12 ft-lb-s². The system is released from the rest. Neglect the effect of friction, determine (a) the acceleration of the block A, (b) the speed of the block A after it has moved 10 ft. Aarrow_forward
- Boxes A and B are at rest on a conveyor belt that is initially at rest. The belt is suddenly started in an upward direction so that slipping occurs between the belt and the boxes. Knowing that the coefficients of kinetic friction between the belt and the boxes are (μk) A= 0.30 and (μk)B= 0.32, determine the initial acceleration of each box.arrow_forwardA system of blocks is pulled by a force P. The string connecting blocks A and B passes over a pulley whose coefficient of friction between string and pulley is 0.25. The coefficient of friction between surface and blocks is 0.20. Block A weighs 200N and block B weighs 30ON. Determine, a. the minimum value of P for impending motion to the right. b. the tension connecting block B. B= 30° В A 30°arrow_forward3. A small block B fits inside a lot cut in arm OA which rotates in a vertical plane at a constant rate. The block remains in contact with the end of the slot closest to A and its speed is 1.4 m/s for 0< 0 <150°. Knowing that the block begins to slide when 0 = 150°, determine the coefficient of static friction between the block and the slot. V = 0.3 m Aarrow_forward
- The 38-lb collar A is released from rest in the position shown and slides up the 30° inclined bar with negligible friction due to the action of the constant force P = 45 lb applied. on the wire. Assuming that the maximum deformation of the spring is 6 inches, determine a) The work, in lb ft, done by the force P on the collar to bring it from the position shown to the position of maximum deformation of the spring. P< 6" A B 30° The position of the small pulley B is fixed 40" 30" AMALLVarrow_forwardI need answer within 20 minutes please please with my best wishesarrow_forwardA 300-g block is released from rest after a spring of constant k= 600 N/m has been compressed 160 mm. Determine the force exerted by the loop ABCD on the block as the block passes through (a) point A, (b) Point B, (c) . Assume no friction.arrow_forward
- Problem 3.115 I A force Fo of 400 lb is applied to block B. Letting the weights of A and B be 55 and 73 lb, respectively, and letting the static and kinetic friction coefficients between blocks A and B be µi = 0.25, and the static and kinetic friction coefficients between block B and the ground be µ2 = 0.45, determine the accelerations of both blocks. Fo Barrow_forwardKnowing that the coefficient of static friction between the tires and the road is 0.80 for the car as shown in figure 2. At this car, suddenly brakes are applied when it was moving with velocity of 360 inch/sec and it skidded to rest in 240 inch. Determine the magnitude of the normal reaction and of the friction force in the terms of W(weight) at each wheel as the car skidded to rest. { Use m=w/g, for the mass of the car if required, where g=386.09inch/s2.}arrow_forwardA 1.6-kg tube AB can slide freely on rod DE which in turn can rotate freely in a horizontal plane. Initially the assembly is rotating with an angular velocity of magnitude w = 5 rad/s and the tube is held in position by a cord. The moment of inertia of the rod and bracket about the vertical axis of rotation is 0.30 kg.m2 and the centroidal moment of inertia of the tube about a vertical axis is 0.0025 kg.m2If the cord suddenly breaks, determine (a) the angular velocity of the assembly after the tube has moved to end E, (b) the energy lost during the plastic impact at E.arrow_forward
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