By considering a rigid body rotating about the axis O with an angular velocity (w) and acceleration (a) measured postive counterclockwise as shown in the FigQ2(in the attatched image). show that the resultant inertia force components are given by the expression, FX=mw2XG FY=-maXG where XG is the distance of the center of gravity G from the axis of rotation.
By considering a rigid body rotating about the axis O with an angular velocity (w) and acceleration (a) measured postive counterclockwise as shown in the FigQ2(in the attatched image). show that the resultant inertia force components are given by the expression, FX=mw2XG FY=-maXG where XG is the distance of the center of gravity G from the axis of rotation.
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a) By considering a rigid body rotating about the axis O with an
FX=mw2XG
FY=-maXG
where XG is the distance of the center of gravity G from the axis of rotation.
Transcribed Image Text:8.
C Fx
Fig Q2
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