Write the differential equations for the suspension in Fig m₂ m₁ Road surface Inertial reference - ○ by − x) + kw (y − x) − ks(x − r) = m₁x -ks(y-x) - b(y - x) = m₂ÿ b(y-x)+ks(y-x) - kw(x-r) = m₁* -ks(y-x)-b(y-x) = m₂ÿ ks (y-x)+ b(y-x) - kw(x-r) = m₁x -b(y-x) - ks(ỳ − x) = m₂ÿ b(y-x)+ks(y - x) - kw (x-r) = m₂ÿ -kç(y − x) — b(ỳ − x) = m₁x
Write the differential equations for the suspension in Fig m₂ m₁ Road surface Inertial reference - ○ by − x) + kw (y − x) − ks(x − r) = m₁x -ks(y-x) - b(y - x) = m₂ÿ b(y-x)+ks(y-x) - kw(x-r) = m₁* -ks(y-x)-b(y-x) = m₂ÿ ks (y-x)+ b(y-x) - kw(x-r) = m₁x -b(y-x) - ks(ỳ − x) = m₂ÿ b(y-x)+ks(y - x) - kw (x-r) = m₂ÿ -kç(y − x) — b(ỳ − x) = m₁x
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
Related questions
Question
![Write the differential equations for the
suspension in Fig
m₁
Road surface
Inertial reference
-
○ b(ÿ − x) + kw (y − x) − ks(x − r) = m₁x
-ks(y-x)-by-x) = m₂y
b(y - x) + ks (y − x) − kw (x −r) = m₁x
-ks(y-x) - b(ỳ − x) = m₂ÿ
-
kç(ỳ − x) + b(y − x) − kw(x − r) = m₁*
-b(y-x) - ks(ỳ − x) = m₂ÿ
b(y − x) + ks (y − x) − kw (x −r) = m₂ÿ
-ks(y-x) - b(ỳ − x) = m₁x](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe9fb7696-6e7d-416d-a285-6ba762dd6893%2Fe457cd39-a0bf-4295-983e-d74d565382a7%2Fmdm3hr_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Write the differential equations for the
suspension in Fig
m₁
Road surface
Inertial reference
-
○ b(ÿ − x) + kw (y − x) − ks(x − r) = m₁x
-ks(y-x)-by-x) = m₂y
b(y - x) + ks (y − x) − kw (x −r) = m₁x
-ks(y-x) - b(ỳ − x) = m₂ÿ
-
kç(ỳ − x) + b(y − x) − kw(x − r) = m₁*
-b(y-x) - ks(ỳ − x) = m₂ÿ
b(y − x) + ks (y − x) − kw (x −r) = m₂ÿ
-ks(y-x) - b(ỳ − x) = m₁x
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