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Calculating Moment of Inertia...

Formula I=(1/2)MR^2

what i have one large flywheel, with a small capstan in the middle.

the large flywheel has a radius and a mass, as does the capstan. i have everything for them, i just dont know how to combine them so as to find moment of inertia, any help is appreciated.
 
haha, that was easy! now, translate both of them to a point somewhere else in space that doesn't lie along their axis! quick, what's the equatioin

if i remember correctly it's (inertia about its own axis) + mass*distance to new point^2. or i could be completely wrong, i never use that stuff anymore.
 
Originally posted by: Triumph
haha, that was easy! now, translate both of them to a point somewhere else in space that doesn't lie along their axis! quick, what's the equatioin

if i remember correctly it's (inertia about its own axis) + mass*distance to new point^2. or i could be completely wrong, i never use that stuff anymore.

:cookie:
 
Originally posted by: Triumph
haha, that was easy! now, translate both of them to a point somewhere else in space that doesn't lie along their axis! quick, what's the equatioin

if i remember correctly it's (inertia about its own axis) + mass*distance to new point^2. or i could be completely wrong, i never use that stuff anymore.

parallel axim theorum
 
Move the engine's mass closer to the center fo gravity of the vehicle
for better handling.

Make sure that there is enough mass on the steering axis/plane/skis/tires,etc.....
to offset the addition of a driver/rider.

Try to keep the drivers weight low and centered too.

Thats what the caveman knows on moment of inertia,LOL.
 
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