How to determine the safe capacity for v-blocks
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How to determine the safe capacity for v-blocks
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04-06-2014, 02:56 PM
C'on all you 'Mericans why do you say 'math' and not 'maths', when clearly the word mathematics ends with the letter 's'.
 What about you Canadians (that is those of you that speak English) 's' or no 's'.   DaveH
04-06-2014, 05:16 PM
Say "maths class" five times as fast as you can and you'll find out why we simplified it.
 Tom ![[Image: TomsTechLogo-Profile.png]](http://tomstechniques.com/wp-content/uploads/2013/11/TomsTechLogo-Profile.png)
04-06-2014, 05:32 PM
04-07-2014, 02:23 AM
"... say "Maths Class" five times . . . "
... reminds me of writing out lines at school only that would be five hundred times ..... " I must not (insert many an evil deed)" :)
Andrew Mawson, proud to be a member of MetalworkingFun Forum since Oct 2013.
Well I measured the distance and it is 1.625" (rounded down a little). However, the v isn't 90°, so the vertical distance is 0.875". Therefore, I calculate the hypotenuse as being 1.8456029", which gives me a diameter of 3.692" (approx 93.75mm).
Hunting American dentists since 2015.
04-08-2014, 01:59 PM
(04-08-2014, 08:30 AM)Mayhem Wrote: Well I measured the distance and it is 1.625" (rounded down a little). However, the v isn't 90°, so the vertical distance is 0.875". Therefore, I calculate the hypotenuse as being 1.8456029", which gives me a diameter of 3.692" (approx 93.75mm). Mayhem, The distance 1.625" you measured is that the distance between the vee at the top, or is it the distance between the vee at the top divided by 2? DaveH |
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