How to Convert Whitworth Wrench Sizes to AF

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Converting Whitworth wrench sizes to across the flats (AF) sizes lacks a direct mathematical formula, as Whitworth sizes correspond to thread bar stock dimensions rather than the nut size. The discussion reveals that while conversion tables exist, they do not cover all sizes, such as 5/32 W, which may not have been standardized. The relationship between bolt diameter, thread pitch, and nut thickness can be approximated using the formula AF ≈ Diameter + (5.5 * Pitch), which holds true for larger sizes. Additionally, the historical context of wrench design indicates that square nuts were common before the shift to hexagonal nuts, influencing spanner design and tolerances. Understanding these nuances is essential for accurately converting and utilizing wrench sizes across different measurement systems.
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Help with Whitworth and other systems of measurement for wrench sizing?
Hi I'm trying to understand how to convert Whitworth Wrench sizes to across the flats (AF) sizes.

I understand what Whitworth is, but I can't find any mathematical formula how to convert and perform the calculation yourself. When I look online, all I see are conversion tables, no formulas.

I mainly ask because I'm trying to figure out what 5/32 W is in AF size. None of the tables I find online show a conversion for 5/32 W. This led me to believe it was a size not allowed or specified, but when I search online I can find some old 5/32 W wrenches from like the 1930s and 1940s.

I was also wondering if there are other systems of measurement for wrenches? I know if the BA sizes like BA0, BA1 etc.

Whitworth, BA, Inch, mm, any other systems or standards of measurement?

I know there were other systems for pitch angle, but I'm mostly interested in wrench or spanner sizes.
 
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What makes you think there is a formula of conversion.
AF wrenches are marked to fit the nut or bolt size.
Whitworth wrenches are marked to fit the thread bar stock size.
 
There is no direct exact mathematical relationship.
Whitworth simply listed the standard sizes to be used.
The nuts used then were square, not hexagonal.
The nuts were cut from square or rectangular bar stock, then drilled and tapped.
 
Whitworth was clearly rational, so there must be some rhyme and reason in the Whitworth standard, or it would not have survived.

Given; the Diameter of the bolt; and the Pitch of the thread = 1 / tpi ;
The nut thickness will be a few thou less than the bolt Diameter.
The spanner, AF ≈ Diameter + ( 5.5 * Pitch ).
That seems to hold within a few percent for 1/4" BSW and above.

The 1/8" BSW and the horrible 3/16" BSW appear to be later additions, so Whitworth cannot himself be held responsible for those deviants.

Most of the square BSW nuts I come across on old machinery were sheared from a rectangular bar, then punched before being threaded. If a nut was oversized, it was hit with a hammer to bring it down to size before being threaded. The processes used to manufacture the nuts can be seen by the marks on their surface. Most early hand-made nuts were not square, they ended up being slightly rhombic, each being an individual record of the man who made it.

Spanner tolerance is not as critical with square nuts as it is with hexagonal. Most ancient spanners have a 45° offset for square nuts, rather than the 30° needed for hexagonal nuts. I believe the change from square nuts to hexagonal nuts was primarily to strengthen and reduce the weight of the spanner, which led to more compact fasteners and spanners.
 
Baluncore said:
Whitworth was clearly rational, so there must be some rhyme and reason in the Whitworth standard, or it would not have survived.
Possibly because there was not a standard before.
 
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