Understanding Gear Ratios and Torque in Torsional Problems

AI Thread Summary
To solve the torsional problem, the number of teeth on each gear is essential for determining the gear ratio, which is then used to calculate the effective inertia at point C. This effective inertia is crucial for finding the torque, which should be adjusted by subtracting the torque from the constant load. Clarification on notation is needed, particularly regarding the relationship between inertias. Additionally, understanding the relationship between the rotations of gears A and B is critical for accurate calculations. Properly applying these concepts will aid in resolving the problem effectively.
Alistair McCheyne
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Hi, this is a question from a previous past paper that I am having trouble with. Am I meant to just use the number of teeth from each gear to find a ratio and use this to find the effective inertia at point C. Then use this to find a torque and take away the torque of the constant load.
My exam is tomorrow so any help would be greatly appreciated.

Here is my working
https://scontent-lhr3-1.xx.fbcdn.net/v/t34.0-12/13162482_10156888512910486_1882077086_n.jpg?oh=08e752c6546ce7cb6b8917d83a1d6d77&oe=57313006

Thanks
 
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Your notation is confusing... Ib=Ib+Ia(r^2)?!
More importantly, you are thinking about the ratios wrongly. As gear B turns once, how often does gear A turn?
 
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