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On relation to ratchet length, how much torque can one get?

robertsolson

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Jan 24, 2012
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I was told once that with a 9 inch ratchet, you can get about 35 pounds of torque. And I have read that you can get 1000 pounds of torque from a 40 inch breaker bar. Is there an equation to estimate the relative torque for a length of ratchet?
 
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Givl Reggin

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Pushing or pulling? Constant pressure with a smooth motion or jerking? Lots of factors... I don't know if it would be possible to come up with a rule-of-thumb.
 

SMKS

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Well, you'd have to exert around 300 lbs of force on a 40" bar to equal 1000 ft lbs (if my math is correct). That's possible, but it would be pretty difficult to do.
 
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blacK20

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I don't understand what you're trying to ask. The amount of torque you can get is all relative to how hard you can push/pull on that ratchet. (up until something on the tool breaks of course). As well as the length of the ratchet.
 

alvoski

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Lenght of ratchet in feet X force applied = torque

Or

(length in inches) /12 inches X force applied = torque

Anyone please correct me if I'm wrong. I haven't done algebra in a few years
 

shampoop

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it's all about how strong you are + how long the lever is + how much power is stolen by the tool flexing.

you can definitely exert a lot more than 35 ft/lbs with a 9" ratchet.
 

Olafur

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I was told once that with a 9 inch ratchet, you can get about 35 pounds of torque. And I have read that you can get 1000 pounds of torque from a 40 inch breaker bar. Is there an equation to estimate the relative torque for a length of ratchet?

Yes, and a simple one.

Torque = "length of the ratchet" multiplied by the force applied.

Length of the ratchet - meaning the distance from the center of the square drive to the "point" where center of the force applied (i.e mid handle).

It follows, for the same force; if you double the length of the lever (ratchet, breaker bar) you double the torque.
 
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