About PQ Mesh, conjugate curvature network

[609999412 (Albert Li)]

Hi, Daniel
Sorry, I have tried your examples but it did not work on my mesh. I think I need to learn more about the optimization of panels. What are the advantages of torsion-free nodes? And another problem is how to optimized torsion-free nodes and planarity on a mesh model like this? (I consider this model cannot be optimized) I have watched these posts:

Faces not planar, replace item in a list

I read again your posts. My problem isn’t like beams with torsion but is geometrically! I’m wondering if there is another way to do geometrically (so it’s like solve the problem BEFORE) the wings without use physics plug-in (kangaroo) that of course can solve the problem AFTER. Read the post and my questions carefully plaese! There is also a question about REPLACE ITEM IN A LIST. Anyway thanks for your attention!

Euclidean approach to mesh offsetting

Task for the w/e (forget the offset mesh: too easy, get the long way home): Alias T for Thickness. Create a very simple open mesh. Create the VF connectivity tree (Vertex to Face). Compute the normals (aggregate … blah, blah). Get the vertices 5a. Unitize each normal and multiply by T. Move vertices (4) - vertex + vector - and make the offset face. That does the thicken def that I’ve posted already here. The white line in the sketch. 5b. Let’s talk about the green line: for each vertex get …

I know this topic is old. But could you please share more points about paneling optimization? I’m sorry to occupy your time and thank you a lot again!
Torsion-Free and PQ Mesh Please.3dm (79.1 KB)