The bent shaft is made to revolve about the vertical axis with a constant angular velocity \omega . The slider of weight W is released from rest relative to the rod at x = 0. Derive the governing equations of motion and determine the distance x as a function of time t after release. Find also the components of the contact force between the shaft and the slider as a function of time. Neglect friction in your calculationsThe wheel of radius
ris free to rotate about the bent axle
COwhich turns about the vertical axis at the constant rate
\omega _(p). If the wheel rolls without slipping on the horizontal circle of radius
R, determine a) the expressions for the angular velocity
vec(\omega )and angular acceleration
vec(\alpha )of the wheel, b) velocity and acceleration of point
Aat the instant shown. The
x-axis is always horizontal.
