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 the bar, ω[rad / s], when it goes through horizontal position. Spring constant is k=7[lb / ft]. Distance between point A and vertical guide is d=1.5 [ft].
The bar, WA=100[lb] and L=3[ft], shown in figure is initially in the vertical position
The 15-kg slender bar OA is released from rest in the vertical position and compresses thespring of stiffness k = 20 kN/m as the horizontal position is passed. Determine the propersetting of the spring, by specifying the distance h, that will result in the bar having an angularvelocity ω = 4 rad/s as it crosses the horizontal position. What is the effect of x on thedynamics of the problem?
The 23 lb bar is released from rest in the horizontal position 1 and falls to position 2. In addition to the force exerted on it by its weight, it is subjected to a constant counterclockwise couple 33 ft lb Part A Determine the bar's counterclockwise angular velocity in position 2. (Figure 1) Express your answer with the appropriate units. igure 1 of 1 Value Units 4 ft Submit Request Answer 40° < Return to Assignment m Provide Feedback
The 20 lb bar is released from rest in the horizontal position 1 and falls to position 2. In addition to the force exerted on it by its weight, it is subjected to a constant counterclockwise couple M=50ftib Determine the bar's counterclockwise angular velocity in position 2. Ow = 3.45 rad/s w = 4.02 rad/s w = 4.20 rad/s w = 1.32 rad/S
Quiz #8 MENG 212 At the instant shown, the 50-1b bar rotates clockwise at 2 rad/s. The spring attached to its end ls. The spring attached to its end always remains vertical due to the roller quide at C. If the spring has an unstretched length of 2 ft and, if the angle A is 300 th of 2 ft and, if the angle 0 is 30°, measured from the horizontal, to which the bar rotates before it momentarily stops....
The uniform bar of mass m and length L is balanced in the vertical position when the horizontal force P is applied to the roller at A. Determine the bar's ntal angular acceleration and the acceleration of its top point B.
The 0.2-lb bar is released from rest in the position shown. Find the angular velocity of the bar when it reaches a position 30° below horizontal. The spring has a stiffness of 4.5 lb/ft and an undeformed length of 2 in. (50) -5.00 in -3.00 in Owo A B с ud
The slender uniform bar with a weight of 9 lb can rotate in a vertical plane with respect to a bolt B. A spring of constant k = 40 lb / ft and an undeformed length of 5 in is connected to the bar as shown . If the bar is released from rest in the position shown, determine after rotating 90 °: A) The initial energy of the spring: B) Final spring energy: C) The velocity of the G...
A slender 9 lb rod can rotate in a vertical plane about a pivot at B. A spring of constant k-30 lb/ft and of unstretched length 6 in. is attached to the rod as shown. The rod is released from rest in the position shown. 1) Determine its angular velocity after the rod has rotated through 45.(1 point) 2) Determine the reaction force at pivot point B after the rod rotated through 45. (1 point) 24 in 5 in. 4...
A bullet weighing 0.08 lb is fired with a horizontal velocity of 1800 ft/s into the lower end of a slender 18-Ib bar of length L=30 in.Determine the corresponding angular velocity of the bar immediately after the bullet becomes embedded.The angular velocity of the bar is _______ rad/s.
The slender 12-kg bar has a clockwise angular velocity of ω = 2 rad/s when it is in the position shown Suppose that L =3 m. (Figure 1) Part A Determine its angular acceleration, measured clockwise. Part B Determine the magnitude of the normal reaction of the smooth surface A at this instant. Part C Determine the magnitude of the normal reaction of the smooth surface B at this instant.