A mass of weight 1 kg is attached to a spring, causing of a displacement of 20 cm in a liquid with damping constant is 14 kg/s. Then a second mass of 1 kg placed on top carefully so that the combined mass is in equilibrium. Then the second mass is removed abruptly, and the first mass start to move. Construct and solve the initial value problem representing the position of the first mass. Use the approximation g=9.8 m2/s. You may assume that no external force acts on the system.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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A mass of weight 1 kg is attached to a spring, causing
of a displacement of 20 cm in a liquid with damping
constant is 14 kg/s. Then a second mass of 1 kg
placed on top carefully so that the combined mass is
in equilibrium. Then the second mass is removed
abruptly, and the first mass start to move. Construct
and solve the initial value problem representing the
position of the first mass. Use the approximation
g=9.8 m2/s. You may assume that no external force
acts on the system.
Transcribed Image Text:A mass of weight 1 kg is attached to a spring, causing of a displacement of 20 cm in a liquid with damping constant is 14 kg/s. Then a second mass of 1 kg placed on top carefully so that the combined mass is in equilibrium. Then the second mass is removed abruptly, and the first mass start to move. Construct and solve the initial value problem representing the position of the first mass. Use the approximation g=9.8 m2/s. You may assume that no external force acts on the system.
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