At the instant shown wheel A rotates with an angular velocit
At the instant shown, wheel A rotates with an angular velocity of omega=6 rad/sand an angular acceleration of alpha=3 rad/s^2. Determine the angular acceleration of link BC and the acceleration of piston C.
Solution
now the velocity diargrm is gram scale of 1mm = 1mm/s
velocity of the rotating component AB 200mm is radial velocity * length the crank
Vab = 200*6=1200mm/s
Scale 1mm/s =1mm
BC velociy is 4800mm/s
AC velocity is 4947.27mm/s
Accleration components
The resultan accleration of the BC is 32126.813mm2/s=0.03212m2/sThe accleration of the piston is 0.03212 m2/s
| link | velocity | ar= v2/r | at |
| AB | 1200 | 7200 | 0 |
| BC | 4800 | 28800 | |
| CA=824.621 | 4947.27 | 29441.39 | |
