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Advise on resolving cyclic dependency (constrained cone cut)

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10-24-2018
06:49 AM
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Hi everyone,
I'm stuck on a problem involving cyclic dependencies (at least I think that this is the core problem here).
Consider the attached part (Inventor 2019 Professional). I started by drawing a right triangle with the hypotenuse being parallel to the x-axis.
This triangle is then revolved about the lower side to a cone.
In a new sketch in the xz-plane I then projected the cut edges of the cone with the xz-plane. I now would like the width of the resulting hyperparabola along the z-axis to be a certain width (i.e. I want the driven constraint to be non-driven). How would I go about achieving this?
Thanks,
Max