Crank #2 provides input for this compound mechanism. Assume the complete kinematic solution is available for position, 1st & 2nd Order Kinematic Coefficients across the complete range of motion of the mechanism. Assume known masses m2-m6 for all links and approximate the primary links as slender rods. Also assume rotational inertias are provided for blocks #3 & #6 about their respective pin joints. Neglecting friction, formulate the necessary system of dynamic constraints (shown in matrix form) in order to answer the following questions:
1. Determine the driving torque T2 necessary to sustain a constant speed input w2 when a constant applied, horizontal load L is acting through the pin on block #6.
2. Determine the net reaction forces at each joint.