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Reply to "Easement: Curves from tangent?"

Will,

This would be much easier to understand with mathematics rather than words. The spiral curve you presented is not an easement because, as I said before, the spiral is curved (changing direction) at every point and not straight at any point other than at infinity, so no part of it contains a practical easement. A railroad track easement is exactly straight at the point where it begins (and intersects the straight track) and gradually attains a specified curvature (reciprocal of the radius) in a finite arc length (distance along the curve). The graphs I presented show some easements derived from mathematics. I've attempted to clarify this in words as best I can.

MELGAR

Last edited by MELGAR

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