Inverse tang


RE: Inverse tang
#2
Could be interesting indeed...
- thin rings can often be done with properly scaled ring primitives, even though it is sometimes required to slightly adjust inner and/or outer diameter 
- rotated prims is too be avoided if possible, but their use is sometimes mandatory, and the resulting vertex mismatch is generally quite small. 
-  if the ntang prim family is to be created, how should the middle vertex be mathematically defined ? As a mirror of tang middle vertex?
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Messages In This Thread
Inverse tang - by Peter Blomberg - 2025-07-24, 5:38
RE: Inverse tang - by Philippe Hurbain - 2025-07-24, 11:14
RE: Inverse tang - by Peter Blomberg - 2025-07-24, 11:44
RE: Inverse tang - by Gerald Lasser - 2025-07-24, 14:25
RE: Inverse tang - by Peter Blomberg - Yesterday, 1:14
RE: Inverse tang - by Rene Rechthaler - 2025-07-24, 16:46

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