5a. 5b. Draw free body diagrams and write equations of motion for x and 0 in...

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5a. 5b. Draw free body diagrams and write equations of motion for x and 0 in the following pulley system. Note that the pulley has both rotational damping and rotational inertia, and note that x > 0 for displacement of the mass toward the pulley. damping C rotational J f(t) R Xxx k m Combine the two equations from part (a) into a single governing equation for x. First reduce to one equation by solving for and eliminating the cable tension force. Then eliminate 0 using x = re. Simplify the resulting equation, moving all x terms to the left-hand side. B linear damping 5a. 5b. Draw free body diagrams and write equations of motion for x and 0 in the following pulley system. Note that the pulley has both rotational damping and rotational inertia, and note that x > 0 for displacement of the mass toward the pulley. damping C rotational J f(t) R Xxx k m Combine the two equations from part (a) into a single governing equation for x. First reduce to one equation by solving for and eliminating the cable tension force. Then eliminate 0 using x = re. Simplify the resulting equation, moving all x terms to the left-hand side. B linear damping

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The problem presents a masspulley system with damping and asks for the equations of motion for the mass displacement x and the pulleys angular rotatio... View the full answer