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The following system has a block of a mass m = xykg(from your registration murmber), stiffness k= 12000 N/m, damping coefficient c = xy • 10 kg/s, base motion y(t)= 0.01 sin(3t), caculate the following: 1. Natural frequency. 2 Base frequency. 3. Steady-state part of the response 4. Isolation range. X(t) m k Ay(0) base

The following system has a block of a mass m = xykg(from your registration murmber), stiffness k= 12000 N/m, damping coefficient c = xy • 10 kg/s, base motion y(t)= 0.01 sin(3t), caculate the following: 1. Natural frequency. 2 Base frequency. 3. Steady-state part of the response 4. Isolation range. X(t) m k Ay(0) base

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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Question (2). The following system has a block of a mass m = xykg(from your registration mumber), stiffness k= 12000 N/m, damping coefficient c= xy• 10 kg/s, base motion y(t) = 0.01 sin(3t), calculate the following: %3D %3D 1. Natural frequency. 2 Base frequency. 3. Steady-state part of the response 4. Isolation range. X(t) m k Ay() base
Transcribed Image Text:Question (2). The following system has a block of a mass m = xykg(from your registration mumber), stiffness k= 12000 N/m, damping coefficient c= xy• 10 kg/s, base motion y(t) = 0.01 sin(3t), calculate the following: %3D %3D 1. Natural frequency. 2 Base frequency. 3. Steady-state part of the response 4. Isolation range. X(t) m k Ay() base
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