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GSFX Per vertex normals
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~16h ago
joreg:
Workshop on 16 05: Introduction to Shaders. Signup here: https://thenodeinstitute.org/courses/ss24-vvvv-introduction-to-shaders-in-vvvv/
~24h ago
bjoern:
hello, I am looking for a job / project starting june. get in touch via vvvv specialists available for hire
~8d ago
joreg:
Workshop on 09 05: Deepdive into the Stride 3D Engine. Signup here: https://thenodeinstitute.org/courses/ss24-vvvv-advanced-3d-rendering-in-vvvv-with-stride/
~8d ago
joreg:
Last month in review: https://visualprogramming.net/blog/2024/vvvvhat-happened-in-april-2024/
~8d ago
tekcor:
Dear vvvv community, I am leaving my personal fundraiser here because I know many of you personally, sending love https://t.ly/iV9l_
~9d ago
joreg:
Rewatch the 24th vvvvorldwide meetup here: https://www.youtube.com/live/gNszIiRAjDo?si=0RXF0pW73EUaRqGk
~9d ago
joreg:
LINK - the vvvv summer camp 2024 is announced: https://visualprogramming.net/blog/2024/link-the-vvvv-summer-camp-24/
~11d ago
joreg:
Tonight, May 3, vvvv meetup in Berlin or via stream: https://visualprogramming.net/blog/2024/24.-vvvv-worldwide-meetup/
~11d ago
joreg:
vvvv gamma 6.3 is out: https://thegraybook.vvvv.org/changelog/6.x.html
~14d ago
joreg:
Workshop on 02 05: Intro to the Stride 3D Engine. Signup here: https://thenodeinstitute.org/courses/ss24-vvvv-intro-to-the-stride-3d-engine-in-vvvv/
hey Lasal thanks.
Did you find a way to calculate smooth normals as well , the further i got is like in your shader ?
@colorsound: i'm thinking on the topic i already have a draft idea of a compute shader. the basic problem with smooth normals that you have to know which triangles share the same vertices.
Yes you need TriangleListWithAdjacency i think,cool keep me updated.
already tried unsuccessfully with adjacency. either no adjacency was passed (vertex indices > 2 were at origin) or with topology i'd get them, but then half the triangles were missing...
adjacency is not the full picture because that only includes the triangles that share the same edges, however there could be any number of triangles sharing the same vertice between the 2 adjacent triangle of the neighbouring edges. think of the triangle fan closing the top and the bottom of a cylinder.
get anywhere with generating smooth normals?
bump...
Check this out: smooth-per-vertex-normals