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#21 | |
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Senior Member
Join Date: Jul 2010
Location: Ontario, Canada
Posts: 286
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Quote:
As johnneilson says above: To calculate a number screws diameter we use O.060" the constant for any number screw and 0.013" the constant for the individual screw number. The formula looks like this: screw constant + ( screw number X the screw number constant )= outside diameter. Examples below. #0= 0.060 + (0 x 0.013) = 0.060 + 0 = 0.060"diameter #1 = 0.060 + (1 x 0.013) = 0.060 + 0.013 = 0.073" diameter #2 + 0.060 + ( 2 x 0.013 ) = 0.060+ 0.026 = 0.086" diameter #3 = 0.060 + ( 3 x 0.013 ) = 0.060 + 0.039 = 0.099" diameter #4 = 0.060 + ( 4 x 0.013 ) = 0.060 + 0.052 = 0.112" diameter #5 = 0.060 + ( 5 x 0.013 ) = 0.060 + 0.065 = 0.125" diameter #6 = 0.060 + ( 6 x 0.013 ) = 0.060 + 0.078 = 0.138" diameter #7 = 0.060 + ( 7 x 0.013 ) = 0.060 + 0.091 = 0.151" diameter #8 = 0.060 + ( 8 x 0.013 ) = 0.060 + 0.104 = 0.164" diameter #9 = 0.060 + ( 9 x 0.013 ) = 0.060 + 0.117 = 0.177" diameter 3/16 ( British standard, not a number screw ) = 0.1875" diameter #10 = 0.060 + ( 10 x 0.013 ) = 0.060+ 0.130 = 0.190" diameter #12 = 0.060 + ( 12 x 0.013 ) = 0.060 x 0.156 = 0.216" diameter #14 = 0.060 + ( 14 x 0.013 ) = 0.060 x 0.182 = 0.242" diameter To sort out the #10 ( 0.190 diameter ) and 3/16" screw (0.1875" diameter ), these are not the same, as is shown below. A 0.190" diameter pin does not go into 0.1875" diameter hole They are sometimes thought to be the same, because if a #10 screw is made sloppy/undersized it may fit in the 3/16" tapped hole. Likewise the 3/16" screw is a smaller diameter and may thread into a #10 tapped hole, but may be a sloppy fitt. If the two sizes were set to extreme tolerances. Say #10 screw on the low end tolerance and the 3/16" tap on the high end tolerance they may fit. If the tolerances are made extreme opposite they won't fit because they would be an interference fit. Just as a 5/16" and an 8mm bolt are different, the #10 and 3/16" are just close enough to "SCREW THINGS UP " Last edited by Model "A" Fords; 10-01-2023 at 10:42 AM. |
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