Determine the complete solution of the motion of the mass, Mechanical Engineering

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Determine the complete solution of the motion of the mass

A vibrating system has a mass m = 10kg suspended from a spring of modulus k = 2500N/m nd damping amunts to c = 45 Ns/m. Vibration is caused by a harmonic force of F = 180 and frequency 3.5Hz. The initial displacement and velocity of the mass are 15 mm and 5m/s respectively. Determine.

1) Write the equation of motion of the system.
2) Determine the complete solution of the motion of the mass.

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Mechanical Engineering: Determine the complete solution of the motion of the mass

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Q : Determine the complete solution of the motion of the mass

A vibrating system has a mass m = 10kg suspended from a spring of modulus k = 2500N/m nd damping amunts to c = 45 Ns/m. Vibration is caused by a harmonic force of F = 180 and frequency 3.5Hz.

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Mechanical Engineering: Determine the complete solution of the motion of the mass

Reference No:- TGS0734369

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Recent Questions Asked Mechanical Engineering

Q : Desktop and laptop computers

Q : Calculate force exerted on a section of the plater

Q : Calculate the maximum bending stress developed

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Request for Solution File

Ask an Expert for Answer!!

Mechanical Engineering: Determine the complete solution of the motion of the mass

Reference No:- TGS0734369

Recent Questions Asked Mechanical Engineering

Q : Desktop and laptop computers

Q : Calculate force exerted on a section of the plater

Q : Calculate the maximum bending stress developed

Q : Order of selection not mattering

Q : Determine the complete solution of the motion of the mass

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