A viscously damped system has a stiffness of 5,000 N/m, critical damping constant of 0.2 Ns/mm,...

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A viscously damped system has a stiffness of 5,000 N/m, critical damping constant of 0.2 Ns/mm, and a logarithmic decrement of 2.0. If the system is given an initial velocity of 8 m/s, determine the amplitude, A of the system (up to 4 decimal points). A = Answer: (v₁ + 5@₂x₂ )² + (x₂@₂)² @ d A viscously damped system has a stiffness of 5,000 N/m, critical damping constant of 0.2 Ns/mm, and a logarithmic decrement of 2.0. If the system is given an initial velocity of 8 m/s, determine the amplitude, A of the system (up to 4 decimal points). A = Answer: (v₁ + 5@₂x₂ )² + (x₂@₂)² @ d A viscously damped system has a stiffness of 5,000 N/m, critical damping constant of 0.2 Ns/mm, and a logarithmic decrement of 2.0. If the system is given an initial velocity of 8 m/s, determine the amplitude, A of the system (up to 4 decimal points). A = Answer: (v₁ + 5@₂x₂ )² + (x₂@₂)² @ d A viscously damped system has a stiffness of 5,000 N/m, critical damping constant of 0.2 Ns/mm, and a logarithmic decrement of 2.0. If the system is given an initial velocity of 8 m/s, determine the amplitude, A of the system (up to 4 decimal points). A = Answer: (v₁ + 5@₂x₂ )² + (x₂@₂)² @ d

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SOLUTION IN DETAILS The equation for the amplitude of a viscously damped system can be derived using ... View the full answer