It is fixed at one end of the D pipe.Collar A can move on pipe D and collar B on pipe A without friction.The general equation for the position of the ring A is SA, the general equation for the velocity of the B ring is VB. The friction coefficient between the C ring and the B pipe is 0.3 .All rings weigh 98.1N .Neglect the weight of the pipes. SA=(20+0.4t2+0.01t4)i+0j VB=0i+(0.3t2+25)j If ?=25°,draw the free body diagram and kinetic diagram for B and C rings for t = 4 s and find the unknown force values. Also calculate the relative acceleration of Rings B and C and the vectorial value of the acceleration of the X-Y axis with respect to the origin.
It is fixed at one end of the D pipe.Collar A can move on pipe D and collar B on pipe A without friction.The general equation for the position of the ring A is SA, the general equation for the velocity of the B ring is VB. The friction coefficient between the C ring and the B pipe is 0.3 .All rings weigh 98.1N .Neglect the weight of the pipes. SA=(20+0.4t2+0.01t4)i+0j VB=0i+(0.3t2+25)j If ?=25°,draw the free body diagram and kinetic diagram for B and C rings for t = 4 s and find the unknown force values. Also calculate the relative acceleration of Rings B and C and the vectorial value of the acceleration of the X-Y axis with respect to the origin.
Related questions
Question
It is fixed at one end of the D pipe.Collar A can move on pipe D and collar B on pipe A without friction.The general equation for the position of the ring A is SA, the general equation for the velocity of the B ring is VB. The friction coefficient between the C ring and the B pipe is 0.3 .All rings weigh 98.1N .Neglect the weight of the pipes.
SA=(20+0.4t2+0.01t4)i+0j
VB=0i+(0.3t2+25)j
If ?=25°,draw the free body diagram and kinetic diagram for B and C rings for t = 4 s and find the unknown force values. Also calculate the relative acceleration of Rings B and C and the vectorial value of the acceleration of the X-Y axis with respect to the origin.
Expert Solution
This question has been solved!
Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.
Step by step
Solved in 4 steps with 1 images