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Yes there is- leverage.The image below is to scale mates to the Atlas turnout dimensions, will print in FUD and my motion file says it will move and deliver 90 degrees of travel over +/- 0.6mm of (my) measured travel of the throwbar. The lever will be trapped by the stand when as the final part of assembly.\ and the targets aligned as the last step. the tube diameter is 0.8mm.
I still need to lay it out, but this is the design I'm going for using .2mm.Not sure if it will even work, but I'll throw it on my next .2mm sheet I have etched.Jason
Here is some info from a Gordon Odegard article in Model Railroader Feb 1981 on how to figure the length of the crank.Paraphrasing " .. the length of the crank, R, is determined by the amount of point movement, or throw.In HO the point throw is about .125". Whatever the dimension is, square the dimension, divide the result by 2,and extract the square root of the answer. " This answer is the length of the crank.It would be interesting to try this on Mike's micro,micro,micro servo operated turnout.Al
... or take the throw travel x .7071 as I said above. Whichever you find easier. Metric? Same multiplier.
Looking closely at this photo, @wcfn100 could you do a half-etch on the target, leaving three bolt heads running vertically on one side? Also, a half etch on the stand's platform with some mounting bolt heads on it would add a bit of detail that would really set your etched kit off!
So you did and I read that post - just did not make the connection.My apologies.Al
And now, with that understood, you can do all of those same things with hexes. That number is .866.
hexes ???
... Thinking outside the box for illumination: how about painting the lantern "lenses" with flourescent red and green paints, then shining a UV "black light" on them from the side that the engineer sees. That way, the only part flourescing would be the lens aimed at the engineer, and the other lens would be dark. That would only work in the dark, but lanterns on real railroads did not seem visible in bright daylight, either.
It's fun!
I'm sure it is Thanks for the explanation!EDIT: And I should have recognized 0.866 as sin(60 degrees)