Problem statement (paraphrased): The disk rolls without slipping. Point A is at the top. Given ( \omega_disk = 4 , \textrad/s ) clockwise, ( \alpha_disk = 6 , \textrad/s^2 ) counterclockwise. Find velocity and acceleration of A.
alpha equals the fraction with numerator d omega and denominator d t end-fraction equals d squared theta over d t squared end-fraction Constant Angular Acceleration: Hibbeler Dynamics Chapter 16 Solutions
from the axis, the velocity and acceleration components are: Tangential Acceleration: Normal (Centripetal) Acceleration: 2. Relative Motion Analysis: Velocity Chapter 16 Dynamics Hibbeler part 1 of 2 Find velocity and acceleration of A
(Check your manual to see if you got 8.66 rad/s. If not, re-measure your geometry.) If not, re-measure your geometry
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