How Do You Determine the Correct Size of a Set Screw for Torque Transmission?

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SUMMARY

The discussion focuses on determining the appropriate size of a set screw for torque transmission between two shafts, specifically when one shaft has a torque of 50 in-lb. According to the 28th Edition of Machinery's Handbook, the torque (T) and power (P) transmitted by a set screw can be calculated using the formulas T = 1250Dd^2.3 and P = (DNd^2.3)/50, where D is the shaft diameter in inches, N is the shaft speed in rpm, and d is the set screw diameter in inches. It is emphasized that these calculations are approximations, as they depend on the set screw's point shape and the materials involved.

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  • Understanding of torque transmission principles
  • Familiarity with Machinery's Handbook, 28th Edition
  • Basic knowledge of shaft and set screw dimensions
  • Concept of friction in mechanical connections
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walitat
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Hi all, I am having problem doing this analysis now and I am new here. :D hi~
ok, so the problem is:
I have a smaller diameter shaft and a bigger diameter shaft, I drew a hole on the bigger diameter one, and put the smaller one in, and use a set screw to hold them in place, one of the shaft will have a torque of 50 in-lb, and I need to know what size of set screw I can use. Is this a direct shear problem?
 
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If you were using a pin to connect the two shafts it would be a shear problem, but a set screw uses friction to hold a shaft in place.

According to Machinery's Handbook, 28th Ed. you can calculate the amount of power or torque that can be safely transmitted by a set screw using these two equations:

P = (DNd^2.3)/50 T = 1250Dd^2.3

P is horsepower
T is torque in in.-lbs.
D is shaft diameter in inches
N is speed of the shaft in rpm's
d is the diameter of your set screw in inches

These values will only be an approximation because it still depends on the shape of the point on your set screw and the materials it and the shaft are made from.
 

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