Neil Wyatt | 11/11/2014 15:35:02 |
![]() 19226 forum posts 749 photos 86 articles | For the record, the error is rough three time the amount by which the length of an inch changed in July 1959 when it became exactly 25.4 mm. So if that error worries you, you probably work for the NPL or CERN... Neil |
Lordedmond | 11/11/2014 15:44:33 |
18 forum posts |
page not found error 404
Stuart |
Michael Gilligan | 11/11/2014 15:49:03 |
![]() 23121 forum posts 1360 photos | Posted by Neil Wyatt on 11/11/2014 15:30:58:
You use the 63 (or 21) tooth wheel to multiply a metric dimension: 25.4 * 63 = 1600.2 As the pitch cut will always be a simple ratio of two integers, then the basic accuracy achievable will be no worse than 1600.2/1600 Simples! Neil . Thank You. MichaelG. |
Neil Wyatt | 11/11/2014 16:06:02 |
![]() 19226 forum posts 749 photos 86 articles |
Neil |
JasonB | 11/11/2014 16:15:58 |
![]() 25215 forum posts 3105 photos 1 articles | Now if you really want to be clever Neil you could tell us what temperature we need to get the workshop and workpiece upto when we cut the thread so that as it returns to normal use temperature it will shrink to the exact pitch required |
Neil Wyatt | 11/11/2014 17:29:37 |
![]() 19226 forum posts 749 photos 86 articles | Hi Jason, The answer appears to be one degree C/K! Did you know that already? Neil |
george BROCKIS | 11/11/2014 18:26:31 |
4 forum posts | The handbags are out . "use temperature it will shrink to the exact pitch required" lol |
JasonB | 11/11/2014 18:30:07 |
![]() 25215 forum posts 3105 photos 1 articles | Posted by Neil Wyatt on 11/11/2014 17:29:37:
Hi Jason, The answer appears to be one degree C/K! Did you know that already? Neil No But does that apply to all materials? I would have thought you would not need to get a copper rod as warm as a steel one |
Neil Wyatt | 11/11/2014 20:05:55 |
![]() 19226 forum posts 749 photos 86 articles | AArgh Jason! My brain is already starting to dribble out of my ears! Neil |
JasonB | 11/11/2014 20:54:24 |
![]() 25215 forum posts 3105 photos 1 articles | Back to the subject, I just worked out if my 280 can cut 26tpi. 40 spindle driving 65T = 0.6153846 50 driving 80 = 0.625 60 driving 75 on the leadscrew = 0.8 0.6153846 x 0.625 x 0.8 = 0.3076923 0.3076923 x 26 = 7.9999998 which is good enough for me and my 8tpi leadscrew provided I do it when Good Friday falls on a Thursday
EDIT if I use the Windows calculator that gives the 40/65 to far more decimal places it comes out bang on 8 Edited By JasonB on 11/11/2014 20:56:30 |
Andrew Johnston | 11/11/2014 21:44:15 |
![]() 7061 forum posts 719 photos | No need for decimals, or calculators: 40/65 x 50/80 x 60/75 = 8/26 Purely integer arithmetic. Andrew |
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