[ODE] Normal maps

[Emmanuel Julien [barr]]

Correct me if I'm wrong but inconditionally using the triangle normal will 
introduce a lot of problems with the penetration correction.
Imagine an OBB box sitting on one edge of a trimesh box.

The OBB would be in contact with the top triangles with a contact normal 
pointing straight up but it will also be in contact with the side triangles 
of the trimesh box whose contact normals would point horizontally outward the 
'box'. That would cause the OBB to accelerate when reaching the edge due to 
penetration correction (I'm assuming) pushing it along all contact normals.

A solution would be to preprocess the mesh into a plane/edge format and select 
only convex edges to be in this list of feature to test.

On Saturday 09 July 2005 01:54, Geoff Carlton wrote:
> The first thing you'll want to do is ditch the current normal
> calculations and use a normal calculated from the triangle itself.  This
> has been mentioned a few times on the list already, but I don't know of
> any particular patch that has been made up.  It is most obvious when
> there is a flat trimesh - you end up getting all sorts of wierd contact
> directions at the triangle boundaries, despite the overall shape of the
> trimesh being a flat plane.
>
> Whether its a simple scheme of a fixed normal result per triangle,
> interpolating between normal vectors stored on each vertex, or bump
> mapping, anything at all beats the current setup.
>
> Geoff
>
> John Donovan wrote:
> >I've just had a thought, has anyone tried using normal maps for
> >collision response? I've been playing around with ODE, and getting my
> >spheres to roll around a mesh bowl looks great, but they can exhibit
> >little jumps as they cross triangle edges. This is perfectly normal, and
> >for the most part unnoticable. But if the collision point could be used
> >as a lookup into a normal map, I could generate continuous normals thus
> >smoothing things out.
> >This is just an idea, so I've no idea if this is feasable. Any thoughts?
> >
> >John Donovan
> >Programmer - Magenta Software Ltd.
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