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Consider a typical unbalanced machine problem as given in the figure below, with a machine of total mass of m= 100 kg (including the out-of-balance mass), a mount stiffness of k = 5 MN/m and a damping value of c = 26876 kg/s. The out-of-balance mass is measured to be mo = 5 kg at a running speed of w = 3600 rpm. Determine the steady state amplitude of motion due to the out of balance mass. Assume eccentricity e 200 mm.

Consider a typical unbalanced machine problem as given in the figure below, with a machine of total mass of m= 100 kg (including the out-of-balance mass), a mount stiffness of k = 5 MN/m and a damping value of c = 26876 kg/s. The out-of-balance mass is measured to be mo = 5 kg at a running speed of w = 3600 rpm. Determine the steady state amplitude of motion due to the out of balance mass. Assume eccentricity e 200 mm.

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Consider a typical unbalanced machine problem given in the figure below, with a machine of total mass of m= 100 kg (including the out-of-balance mass ), a mount stiffness of k = 5 MN/m and a damping value of c = 26876 kg/s. The out-of-balance mass is measured to be mo = 5 kg at a running speed of w = 3600 rpm. Determine the steady state amplitude of motion due to the out of balance mass. Assume eccentricity e = 200 mm. 0 0 0 0 0 12.45 mm 10.38 mm 6.23 mm 14.53 mm 8.30 mm Guide Machine of total mass m mo Rubber floor mounting modeled as a spring and a damper Guide x(1) Friction-free surface
Transcribed Image Text:Consider a typical unbalanced machine problem given in the figure below, with a machine of total mass of m= 100 kg (including the out-of-balance mass ), a mount stiffness of k = 5 MN/m and a damping value of c = 26876 kg/s. The out-of-balance mass is measured to be mo = 5 kg at a running speed of w = 3600 rpm. Determine the steady state amplitude of motion due to the out of balance mass. Assume eccentricity e = 200 mm. 0 0 0 0 0 12.45 mm 10.38 mm 6.23 mm 14.53 mm 8.30 mm Guide Machine of total mass m mo Rubber floor mounting modeled as a spring and a damper Guide x(1) Friction-free surface
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