The 3.7-lb rod ABAB is hanging in the vertical position. A 1.5-lb block, sliding on a smooth horizontal surface with a velocity of 12 ft/s, strikes the rod at its end BB.
Determine the velocity of the block immediately after the collision. The coefficient of restitution between the block and the rod at BB is e = 0.80.
The 3.7-lb rod ABAB is hanging in the vertical position. A 1.5-lb block, sliding on a...
A 10-lb box is sliding over a rough surface (Uk=0.15) with a velocity of 10 ft/s and at the given instant the box is 5 ft away from the plate. The plate is smooth, weights 5 lb and is supported by an unstretched spring of stiffness 400 lb/ft. If the coefficient of restitution between the box and the plate is 0.6, determine the following: a. Velocity of the box just before hitting the plate. b. Velocity of the plate after...
A 1-lb all is attached to a 30” long cord as shown. The horizontal cord and ball are released from rest. When the cord reaches a vertical position, the ball strikes a 5-lb steel block initially at rest on a frictionless surface. If the coefficient of restitution between the ball and the block is 0.9, what is the speed of the ball before and after impact? What is the speed of the block just after impact? --- 30 in
b) Disk A in Fig B2b has a mass of 2 kg and is sliding forward on the smooth surface with a velocity (%),-5 m/s when it strikes the 4 kg disk B. Disk B is coefficient of restitution between the disks is e0.4, compute the velocities of A and B just after collision. Hint Coefficient of restitution is defined as e where indices 1 and 2 mark velocities before and after impact respectively. Je Fig. B2b [8 marks]
PROBLEM 17.113 The slender rod AB of length L = 1 m forms an angle B = 30° with the vertical as it strikes the frictionless surface shown with a vertical velocity 7 = 2 m/s and no angular velocity. Knowing that the coefficient of restitution between the rod and the ground is e = 0.8, determine the angular velocity of the rod immediately after the impact.
6p The 0.75 lb projectile strikes the 60 lb suspended block. After the impact, the rebound velocity of the projectile is -124 ft/s and h block swings to a maximum height of 7 in. The impact duration is 8.9 ms. Determine (a) the coefficient of restitution and (b) the average force in lbs exerted on the block during impact
I'm Confused The identical 2-lb collars A and B are sliding as shown on a frictionless rod Knowing that the coefficient of restitution is e=.60, determine (a) the velocity of each collar after impact, (b) the energy lost during impact. 3. 15 f/s 6 ft/s
please do not just copy solution manual.. B PROBLEM 17.113 The slender rod AB of length L = 1 m forms an angle B = 30° with the vertical as it strikes the frictionless surface shown with a vertical velocity 7 = 2 m/s and no angular velocity. Knowing that the coefficient of restitution between the rod and the ground is e = 0.8, determine the angular velocity of the rod immediately after the impact
The spring bumper is used to arrest the motion of the 9 lb block, which is sliding toward it at 5 ft/s . As shown, the spring is confined by the plate P and wall using cables so that its length is 1.5 ft. If the stiffness of the spring is k = 50 lb/ft, determine the required unstretched length of the spring so that the plate is not displaced more than 0.2 ft after the block collides into it....
3. The 100 lb block is sliding down the 10° slope with an initial velocity of 8 ft/s when it is acted on by a F = 20.4 lb force. If the coefficient of kinetic friction between the block and the slope is MK = 0.3, determine how much time it takes for the block to reach a velocity of 10 ft/s up the slope. (4.51s) F = 20-t lb 100 lb V. = 8 ft/s A V;= 10 ft/s...
The bar, WA=100[lb] and L=3[ft], shown in figure is initially in the vertical position. The bar is subjected to a couple moment of M=20 [lb-ft] and a force F=50[l b], which is always perpendicular to the end of bar. Also, the spring is attached to bar at distance L / 2 from point A, and has unstretched length of l0=1.2[ft]. The spring remains in horizontal position throughout the motion due to the roller guide at B. Determine angular velocity of...