Jacob":37d5tk4s said:
Actually the method you show is incorrect - you will end up with the two outside tails narrower than the others, unless you abandon the 2/3 the width suggestion and just have half a pin (which would also be wrong).
Joyce gets it wrong too, but differently!
Yes, off a wee bit, but hard to detect as there's usually only about 0.5- 1 mm variation between the pin centres. Joyce's method leaves the differences visually quite obvious, which was how I spotted it because I tried it a couple of times and there it was.
Basically it's fraught with little complications...
I've never found it in the slightest complicated, so nothing fraught that I'm aware of.
... and obviously isn't traditional (if you look at old furniture).
You're quite correct Jacob. It isn't traditional I suppose, and I think perhaps I could revisit ancient Egyptian dovetailing layouts for the proper form. I wouldn't want to use any of those rubbish modern dovetail types such as those from the English Walnut period say, or any of that naff Georgian stuff (sic).
I thought it might be fashion but no, it's Wearing and Joyce (and all their followers) getting it wrong!
Wrong? Or just doesn't comply with your definition of right?
If you were going to use it it'd be better done on a piece of paper or board (a mini rod) rather than on the workpiece. After all you will only have to repeat it for each side unless you have made up a little rod with which to transfer the measurements.
Huh? Why mark dovetails out on paper or rods? A waste of time surely? Mark the wood as necessary and cut it is the way I've always preferred to work.
The divider method will at least get things equalized, but for most purposes eyeballing freehand is going to be fine. And the little random errors of freehand (if they occur) tend to look easier on the eye than the systematic regular error of a method which doesn't work.
Agreed, dividers work, freehand eyeballing works fine too, and the sloped rule method also works, even though you seem not to like it. There's usually lots of ways to achieve things, so whatever works works, and it doesn't have to be "traditional" to be right surely?
PS Wearing's method (fig 268) acknowledges the problem of the different sized outer pin but without quite showing how to solve it i.e. centre line plus half pin width both sides, or one side on the outer pin. Not that it's difficult but it is potentially confusing.
I don't think I know that drawing of Wearing's. I can't recall ever seeing a drawing or a written description created by him for setting out tails and pins. I only remember him demonstrating the method during a lesson and going from there with it. Slainte.