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Reply to "scratch G scale ES44AC-H #2010 build w/ charging lights"

Well, by my math, knowing the height of the steps is 54mm, the line through the tread nosing each step on the 27° face should be 22.22°.  Your mileage may vary, but it shouldn't.

Starting on the square side of the stepwell, in elevation.....

TAN(20°) = nose of top step to nose of bottom step / 54mm
nose of top step to nose of bottom step (square side)  = 19.654mm

Now in plan, figure out the distance along the angled side from nose of top step to nose of bottom step......

COS(27°) = 19.654mm / nose of top step to nose of bottom step
nose of top step to nose of bottom step (angled side) = 22.058mm

Now back to elevation to determine the angle of the line from nose to nose on angled side of the stepwell.....

TAN(angle from nose to nose) = 22.058mm/54mm
angle on angled side of stepwell = 22.22°

It's a little different then what I described above, but it works out the same.  Sometimes one sees things more clearly than they did initially.

Have fun!
Jim

Last edited by big train

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