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 = 2.2 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.
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 = 2.2 m
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.
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 = 2.6 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.
17-93. The slender 12-kg bar has a clockwise angular Determine its angular acceleration and the normal reactions of the smooth surface A and B at this instant. 60 Prob. 17-93
In the position shown, bar DE has a constant angular velocity of 10 rad/s clockwise. Knowing that h = 500 mm, determine (a) the angular acceleration of bar FBD, (b) the velocity of point F and c) the angular acceleration of bar AB.
The reel of rope has the angular velocity ω = 5 rad/s and angular acceleration α = 7 rad/s2 (Figure 1) Part ADetermine the magnitude of the velocity of point A at the instant shownPart B Determine the direction of the velocity of point A at the instant shown. Part C Determine the magnitude of the acceleration of point A at the instant shown. Part D Determine the direction of the acceleration of point A at the instant shown.
The reel of rope has the angular velocity ω = 3 rad/s and angular acceleration α = 8 rad/s2 (Figure 1) Part ADetermine the magnitude of the velocity of point A at the instant shownPart B Determine the direction of the velocity of point A at the instant shown. Part C Determine the magnitude of the acceleration of point A at the instant shown. Part D Determine the direction of the acceleration of point A at the instant shown.
The 10 kg uniform slender bar is pinned at A to the collar, which has an upward acceleration a = 4 m/s along the vertical shaft. If the bar has an angular velocity ω = 3 rad/s as it swings past the horizontal position, determine the magnitude of the reaction at A for this instant.Ans: 43.8 N
The instant shown, bar AB has an angular velocity of 4.5 rad/s and an angular acceleration of 2.4 rad/s2, both clockwise. 25 in. - 20 in. 20 in. - Determine the angular acceleration of bar BD by using the vector approach. (You must provide an answer before moving to the next part.) The angular acceleration of bar BD is r r ad/s2 counterclockwise.
Knowing that at the instant shown bar AB has an angular velocity of 6.5 rad/s and an angular acceleration of 4 rad/s2,both clockwise, determine the angular acceleration of bar BD and bar DE by using the vector approach. (Round the final answers to one decimal place.) 100 mm 200 mm 75 mm D The angular acceleration of bar BD is The angular acceleration of bar DE is rad/s2 clockwise. radis2 dlockwise
The reel of rope has the angular velocity ω = 5 rad/s and angular acceleration α = 8 rad/s2 (Figure 1) Part ADetermine the magnitude of the velocity of point A at the instant shownPart B Determine the direction of the velocity of point A at the instant shown. Part C Determine the magnitude of the acceleration of point A at the instant shown. Part D Determine the direction of the acceleration of point A at the instant shown.