Drawing an Acceleration Diagram for Θ=30°, Velocity of b=0.9m/s, Radius =0.15m

AI Thread Summary
To draw the acceleration diagram for the given parameters, first relate the distances C and B using triangles and trigonometry. C represents the height above a horizontal line through point O, while B is the horizontal distance from O. After establishing this relationship, differentiate the equation twice with respect to time to find the second derivative of C in terms of the first derivative of B. This process will help in visualizing the acceleration components effectively. Understanding these relationships is crucial for accurately constructing the acceleration diagram.
firelord
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Hey guys i done every thing and i just wan to know how to draw the acceleration diagram, thanks.

Homework Statement



Θ=30°
velocity of b=0.9m/s
radius =0.15m

Homework Equations


View attachment question 3.docx

The Attempt at a Solution


in the attachment question 3
 
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As this is still unanswered, I'll indicate how I think it would be done.

You use triangles and trigonometry to show how distance C is related to distance B, where C is the height of point C above the horizontal line passing through O, and B is the distance of point B from a vertical axis through O.

Once you have C related to B, differentiate twice wrt time, to obtain d²C/dt² in terms of dB/dt, etc.
 
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