PROBLEM # 2:- Derive the equation of motion of the shown system, x is from static equilibrium position. Find the natural frequency, the critical damping (solve on given space) m k B PROBLEM # 3:- The mass of a spring-mass system vibrates on a dry surface inclined at 30 degrees to the horizontal as shown in problem 2. Find the system response for dry friction case, for the data m= 20 kg, k = 1,000 Nm, u= 0.1, xo = 0.1 m,
PROBLEM # 2:- Derive the equation of motion of the shown system, x is from static equilibrium position. Find the natural frequency, the critical damping (solve on given space) m k B PROBLEM # 3:- The mass of a spring-mass system vibrates on a dry surface inclined at 30 degrees to the horizontal as shown in problem 2. Find the system response for dry friction case, for the data m= 20 kg, k = 1,000 Nm, u= 0.1, xo = 0.1 m,
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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PROBLEM #3:- The mass of a spring.mass system vibrates on a dry surface inclined at 30 degrees to the horizontal as shown in problem 2. Find the system response for dry friction case, for the data m = 20 kg, k = 1,000 Nm, u=0.1, xo = 0.1 m

Transcribed Image Text:PROBLEM # 2:- Derive the equation of motion of the shown system, x is from static equilibrium position. Find the
natural frequency, the critical damping (solve on given space)
k
k
B
I
PROBLEM # 3:- The mass of a spring-mass system vibrates on a dry surface incilined at 30 degrees to the horizontal
as shown in problem 2. Find the system response for dry friction case, for the data
m = 20 kg, k = 1,000 Nim, u= 0.1, xo = 0.1 m,
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