Question 4 (Bonus 20 points): Derive equations to describe the displacement of the CAM in problem (3). Question 3 (20
Posted: Wed Apr 27, 2022 8:22 pm
Question 4 (Bonus 20 points): Derive equations to describe the displacement of the CAM in problem (3).
Question 3 (20 points) A cam has the following characteristics: (a) It starts from dwell and ends in another dwell (b) In section the cam has a parabolic profile: Y = Ay? + By + C (c) in section from 0 <y < 1/2 the cam rises to the height of (d) In section If the cam has a cubic profile: Y = Dy3 + Ey2 + Fy+G (e) In section II from 1/2<x< 1 the cam rises to the height of 1 Write the non-dimensional boundary conditions for each section of the CAM but do not derive for the displacement equations
Question 3 (20 points) A cam has the following characteristics: (a) It starts from dwell and ends in another dwell (b) In section the cam has a parabolic profile: Y = Ay? + By + C (c) in section from 0 <y < 1/2 the cam rises to the height of (d) In section If the cam has a cubic profile: Y = Dy3 + Ey2 + Fy+G (e) In section II from 1/2<x< 1 the cam rises to the height of 1 Write the non-dimensional boundary conditions for each section of the CAM but do not derive for the displacement equations