mitm001 %!s(int64=5) %!d(string=hai) anos
pai
achega
810d63e305

BIN=BIN
docs/modules/ROOT/assets/attachments/Schlick94.pdf


+ 1 - 1
docs/modules/ROOT/pages/jme3/advanced/pbr_part2.adoc

@@ -150,7 +150,7 @@ That’s where it gets complicated. For each of these terms, there are several m
 I’ve settled to use those models and approximations :
 
    * *D : Trowbridge-Reitz/GGX* normal Distribution function.
-   * *F : Fresnel term Schlick*’s link:http://www.cs.virginia.edu/~jdl/bib/appearance/analytic%20models/schlick94b.pdf[approximation]
+   * *F : Fresnel term Schlick*’s link:{attachmentsdir}/schlick94b.pdf[approximation]
    * *G : Schlick-GGX* approximation
 
 I won’t go into the details of all the alternatives I just want to expose an overview of the whole process first.  But I’ll dive into more technical details on the terms I use, in following posts. To have a neat overview of all alternatives you can see this link:http://graphicrants.blogspot.fr/2013/08/specular-brdf-reference.html[post] on  Brian Karis’s blog.