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| Linear and Rotary Motion Discuss ball/Acme screws, R&P, linear slides and theory here. |
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#2
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| Ed, One could definiately assume the large load of a 3 foot long, 1 inch steel rod is going to require more force than a rod half the size. I think, actually the calculations are rather easy to do on this one. If i wasnt about to goto bed I would dig out machinery's handbook and find the formula for you... you want to find 'the energy required to rotate a given load', i beleive. |
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#3
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| Ed, The calculation to determine which one will require more torque depends on the thread geometry, as the geometry influences how much friction you have. So I worked an example assuming a 29 deg ACME thread, 10 lb load, friction coeff 0.1 One case with a diameter of 1in, pitch diameter of 0.9in, lead 0.1in. One case with a diameter of 0.5in, pitch diamter of 0.4in, lead 0.1in. 1in =>0.63 in.lbf torque 1/2in =>0.37 in.lbf torque Friction really is very important with a power screw, and the bigger screw gives the frictional force more of a moment arm. Of course torque and frictional losses can't be your only concern when selecting which screw to use. Another major consideration is the tendency of a screw to buckle in compression, and the stiffness of the screw which will affect how fast you can spin it with a given load without buckling. Larger screws also have the advantage of lower bearing pressure on the nut and screw, so longer life. Hope this helps, Climatepro |
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