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PL1 is datum B, PL2 is datum C ASSIGN/P1=PL1.XYZ-0.197*PL1.IJK ASSIGN/P2=PL2.XYZ+0.197*PL2.IJK F1 =GENERIC/PLANE,DEPENDENT,CARTESIAN,$ NOM/XYZ,<P1.X,P1.Y,P1.Z>,$ MEAS/XYZ,<P1.X,P1.Y,P1.Z>,$ NOM/IJK,<PL1.I,PL1.J,PL1.K>,$ MEAS/IJK,<PL1.I,PL1.J,PL1.K> F2 =GENERIC/PLANE,DEPENDENT,CARTESIAN,$ NOM/XYZ,<P2.X,P2.Y,P2.Z>,$ MEAS/XYZ,<P2.X,P2.Y,P2.Z>,$ NOM/IJK,<PL2.I,PL2.J,PL2.K>,$ MEAS/IJK,<PL2.I,PL2.J,PL2.K>
Note: you may need to experiment with the direction of the lines to get the circle in the correct quadrant, since there are four possible results.
- Create an alignment which allows you to select a workplane representing the view of your screenshot.
- Measure a line along the datum B edge.
- Measure a line along the datum C edge.
- Construct a circle, tangential to the two lines.
https://docs.hexagonmi.com/pcdmis/2020.2/en/helpcenter/index.htm?rhcsh=1&rhnewwnd=0#t=mergedProjects%2Fcore%2F16_const_topics%2FConstructing_a_Tangent_Circle.htm
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