A connecting rod is supported by a knife-edge at point A. For small oscillations the angular acceleration of the connecting rod is governed by the relation a = -60 where a is expressed in rad/s2 and 8 in radians. The connecting rod is released from rest when = 32⁰. Determine the angular position when t = 2 s. The angular position is [

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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A connecting rod is supported by a knife-edge at point A. For small oscillations the angular acceleration of the connecting
rod is governed by the relation a = -60 where a is expressed in rad/s² and 0 In radians. The connecting rod is released
from rest when = 32⁰.
Determine the angular position when t = 2 s.
The angular position is
Transcribed Image Text:A connecting rod is supported by a knife-edge at point A. For small oscillations the angular acceleration of the connecting rod is governed by the relation a = -60 where a is expressed in rad/s² and 0 In radians. The connecting rod is released from rest when = 32⁰. Determine the angular position when t = 2 s. The angular position is
A connecting rod is supported by a knife-edge at point A. For small oscillations the angular acceleration of the connecting
rod is governed by the relation a = -68 where a is expressed in rad/s² and 6 in radians. The connecting rod is released
from rest when 0 = 32⁰.
Determine the maximum angular velocity.
The maximum angular velocity is
rad/s.
Transcribed Image Text:A connecting rod is supported by a knife-edge at point A. For small oscillations the angular acceleration of the connecting rod is governed by the relation a = -68 where a is expressed in rad/s² and 6 in radians. The connecting rod is released from rest when 0 = 32⁰. Determine the maximum angular velocity. The maximum angular velocity is rad/s.
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