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3. Motion of a simple pendulum (see Figure below) consisting of a mass m attached to a string of length l and placed in a viscous fluid gives rise to the equation of motion for a damped system with small angles of oscillation (θ):θ” cθ' = -(g)/(l)θ,(3)where g is the gravitational acceleration, and θ the angle made by the string with the vertical axis, c is the damping coefficient [in sec^-1]. Let g = 9.81 m/sec^2, and l = 0.6 m, c = 4 sec^-1. Assume that the pendulum starts from rest with θ(t
3. Motion of a simple pendulum (see Figure below) consisting of a mass m attached to a string of length l and placed in a viscous fluid gives rise to the equation of motion for a damped system with small angles of oscillation (θ):θ” cθ' = -(g)/(l)θ,(3)where g is the gravitational acceleration, and θ the angle made by the string with the vertical axis, c is the damping coefficient [in sec^-1]. Let g = 9.81 m/sec^2, and l = 0.6 m, c = 4 sec^-1. Assume that the pendulum starts from rest with θ(t
5 months ago
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