Construct the time-displacement graph for a flat-surface tracker moving through
Construct the time-displacement graph for a flat-surface tracker moving through a maximum displacement of 34 inches.
It consists of a complete upward harmonic movement from 0° to 55°, followed by a rest that is half the maximum displacement, up to 101°, later , it has a complete upward cycloidal movement up to 193°. The descent consists of three parts, a constant acceleration up to 237°, a constant speed up to 299° and finally a deceleration for the rest of the trajectory. Using the displacement equations, determine:
a) Minimum length for the follower face (f´(x)). As an answer, give the value of this length with a positive sign
