Q5) The motor-pump system shown in Fig. 3 is modeled as a rigid bar of mass m = 50 kg, and mass moment of inertia J, 100 kg-m². The foundation of the system can be replaced by two springs of stiffness &1 = 500 N/m and k2= 200 N/m and Determine the natural frequencies of the system. (1) CG. m. Jo Motor Pump Dop *(0) ***** C.G. LOHE x2(1)

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Q5) The motor-pump system shown in Fig. 3 is modeled as a rigid bar of mass m = 50
kg, and mass moment of inertia J, 100 kg-m². The foundation of the system can be
replaced by two springs of stiffness &1 = 500 N/m and k2= 200 N/m and Determine the
natural frequencies of the system.
(1)
C.G. m. Jo
Motor
Pump
1
Base
Foundation
*(0)
00000
C.G.
(b)
15
00000
xx(1)
Transcribed Image Text:Q5) The motor-pump system shown in Fig. 3 is modeled as a rigid bar of mass m = 50 kg, and mass moment of inertia J, 100 kg-m². The foundation of the system can be replaced by two springs of stiffness &1 = 500 N/m and k2= 200 N/m and Determine the natural frequencies of the system. (1) C.G. m. Jo Motor Pump 1 Base Foundation *(0) 00000 C.G. (b) 15 00000 xx(1)
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