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(a) Construct the full displacement diagram for the cam. (b) Illustrate the constant velocity and parabolic motion parts of the cam.

(a) Construct the full displacement diagram for the cam. (b) Illustrate the constant velocity and parabolic motion parts of the cam.

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Q4 A cam profile has the following description for the follower motion: For the first 90° of rotation the follower will move at a constant speed in which it will Rise for the first 30°, Dwells for 30° and goes to its original position at the other 30°. The follower will have a parabolic motion for the second 270° of rotation, in which it Rises for the first 100°, Dwells for 70° and then goes down for the rest 100°. The follower is of a knife edge. The base circle is having a diameter of 40mm. The maximum rise for the follower is 50mm. By presenting your solution on a graph paper, (a) Construct the full displacement diagram for the cam. (b) Illustrate the constant velocity and parabolic motion parts of the cam. Note: The equation of parabolic motion can be taken as y = k 0².
Transcribed Image Text:Q4 A cam profile has the following description for the follower motion: For the first 90° of rotation the follower will move at a constant speed in which it will Rise for the first 30°, Dwells for 30° and goes to its original position at the other 30°. The follower will have a parabolic motion for the second 270° of rotation, in which it Rises for the first 100°, Dwells for 70° and then goes down for the rest 100°. The follower is of a knife edge. The base circle is having a diameter of 40mm. The maximum rise for the follower is 50mm. By presenting your solution on a graph paper, (a) Construct the full displacement diagram for the cam. (b) Illustrate the constant velocity and parabolic motion parts of the cam. Note: The equation of parabolic motion can be taken as y = k 0².
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