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Perpendicular measurements from a plane


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Create a intersection at the point and measure the small plane.

Add a Cartesian Distance selecting the point as feature 1 and the plane as feature 2. In Cartesian Distance the distance between a point and a plane will make them perpendicular.

Mark
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Not a very wide plane, how long is it?

Spread the plane points out as far as you can, spatial rotate
and Z origin the plane, then intersect the corner for the1.6967
in Z, should be that simple, unless I'm missing something?
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Mark, I'm using Calypso 2018 it seems buggy. I picked the intersection for the first feature and when I go to the second feature the plane isn't listed. If I go back to feature 1 and change it to the intersection, then I can select the plane. The nominal value for this Cartesian distance is Right 1.69668, but the actual is 2.02207 and when I run the program it says the measured value is 1.46380 in piweb. When I ran the program it measured the 2 planes that make the intersection and the small plane . And those were my results. Am I missing something?
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Because the plane is so small you might want to create a new alignment at the intersection and rotate it to the planes nominal angle. Now take a point on this plane and use the Simple Distance characteristic to get the proper distance, making sure to change the alignment from base alignment to the new alignment.

Mark
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You may want to create an intersection, a rotated alternate alignment, take a point on the plane, using your alignment for the point and get your Cartesian result.
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