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THREE A mass M, is fixed to the end of a rod which can rotate freely around origin O. The rod has a constant length R and is massless. Mass M, (point P) is connected by a spring with stiffness K to a follower that moves only in the horizontal direction. The weight of the follower is M₂ (point Q). Find the equations of motion of the system.

THREE A mass M, is fixed to the end of a rod which can rotate freely around origin O. The rod has a constant length R and is massless. Mass M, (point P) is connected by a spring with stiffness K to a follower that moves only in the horizontal direction. The weight of the follower is M₂ (point Q). Find the equations of motion of the system.

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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22°F Clear DDÈ DDE MMMBU BU ► ► ► 2GQ==§¤¤✰=aaa=Û¤ı1 × PDF PDF PDF PDF PDE File | C:/Users/ignor/Downloads/Assignment%203%20(2).pdf T❘ Read aloud Draw Ask Copilot Search Ө 3 R of 6 THREE A mass M₁ is fixed to the end of a rod which can rotate freely around origin O. The rod has a constant length R and is massless. Mass M₁ (point P) is connected by a spring with stiffness K to a follower that moves only in the horizontal direction. The weight of the follower is M₂ (point Q). Find the equations of motion of the system. 2 M₁ | CD P 40111 eac M₂ Q СО dal o + ENG 60 T 6L N {0} 7:39 PM 1/17/2024 x
Transcribed Image Text:22°F Clear DDÈ DDE MMMBU BU ► ► ► 2GQ==§¤¤✰=aaa=Û¤ı1 × PDF PDF PDF PDF PDE File | C:/Users/ignor/Downloads/Assignment%203%20(2).pdf T❘ Read aloud Draw Ask Copilot Search Ө 3 R of 6 THREE A mass M₁ is fixed to the end of a rod which can rotate freely around origin O. The rod has a constant length R and is massless. Mass M₁ (point P) is connected by a spring with stiffness K to a follower that moves only in the horizontal direction. The weight of the follower is M₂ (point Q). Find the equations of motion of the system. 2 M₁ | CD P 40111 eac M₂ Q СО dal o + ENG 60 T 6L N {0} 7:39 PM 1/17/2024 x
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