Robin, The formula which reignited this conversation, for some reason did not appear on the post. It appeared initially, but later disappeared.
It assumes that tool is centered at the headstock centre, that the error in tailstock height is h, that the radius of the workpiece turned at the headstock is R, and the additional radius turned at the tailstock is r. The same error r would occur whether the tailstock height error is high or low.
So, using basic right angle triangle geometry a^2 + b^2 = c^2 (apologies for the notation. I cannot see how to use superscripts and other mathematical symbols on this forum. Maybe someone can inform me?)…….
R^2 + h^2 = (R+r)^2
Solving for r
r = SQRT(h^2 + R^2) – R (thanks to Wolfram Alpha for solving this)
r =
Edited By John Viggers on 06/01/2023 21:56:48
Edited By John Viggers on 06/01/2023 21:58:07