For the mechanical system shown, a- Find the equivalent mass, equivalent spring stiffness and equivalent damping coefficient when x (the displacement of the 2 kg block) is used as the generalized coordinate. b- Derive the equation of motion of the system in terms of equivalent system parameters (equivalent mass, equivalent spring stiffness and equivalent damping coefficient). 3000 N/m مد ادم 2 kg In /=0,04 kg-m r = 10 cm 200 1000 N.s/m N/m 1 kg 400 N.s/m

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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For the mechanical system shown,
a- Find the equivalent mass, equivalent
spring stiffness and equivalent damping
coefficient when x (the displacement of
the 2 kg block) is used as the generalized
coordinate.
b- Derive the equation of motion of the
system in terms of equivalent system
parameters (equivalent mass, equivalent
spring stiffness and equivalent damping
coefficient).
3000
N/m
2 kg
200
N.s/m
/=0.04 kg-m²
r = 10 cm
1000
N/m
1 kg
I'
400
N.s/m
ial
Transcribed Image Text:For the mechanical system shown, a- Find the equivalent mass, equivalent spring stiffness and equivalent damping coefficient when x (the displacement of the 2 kg block) is used as the generalized coordinate. b- Derive the equation of motion of the system in terms of equivalent system parameters (equivalent mass, equivalent spring stiffness and equivalent damping coefficient). 3000 N/m 2 kg 200 N.s/m /=0.04 kg-m² r = 10 cm 1000 N/m 1 kg I' 400 N.s/m ial
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