it looks like your reflection vector is in tangent-space rotated viewspace, which is extremely wrong
the reflection vector to a cubemap is in local-model space, meaning 0.0, 1.0, 0.0 is up etc.
to use it, you simply need to (for example):
l_reflect = reflect(-v_eye, v_normal) * mat3(camera_rotation);
this is assuming that v_eye is normalize(-position.xyz) in viewspace, and v_normal is the normal in view space
Note2: I'm using the term "matrot" here, so that you will understand we are talking about the "normal matrix"
which is the rotation part of a unit-scale view-matrix (or camera if you will) with the look-vectors
If your model AND view-matrix are simple: rotation and translation (no scaling), then you can use the 3x3 of matview
NOTE: in GLSL vector * matrix = transpose(matrix) * vector
l_reflect = reflect( (-v_eye) * mat3(matrot), in_normal );
a third way:
l_reflect = reflect( normalize(position.xyz) * mat3(matrot), in_normal );
so, bottom line here is that the reflection vector must not be rotated even if the model which represents uses the cubemap is
because you are accessing the cubemap texture using a vector that is aligned to the cubemap, not any objects!
also: you don't have to normalize cubemap accesses! so avoid normalization!
once you have the texture, you'll want to rotate the normal:
// in fragment / pixel shader
// tangent space normal:
vec3 norm = cubeMap(blabla).xyz * 2.0 - 1.0;
// you have already created your 3x3 tbn matrix in your own code correctly
// rotate your normal from tangent to localized space:
norm = normalize( tbn * norm ); // you usually don't need to normalize this
// rotate local to view-space, where matrot is the 3x3 part of a simple view-matrix (no scaling)
vec3 v_norm = mat3(matview) * norm;
vec3 v_norm = myNormalMatrix * norm;
Edited by Kaptein, 04 December 2012 - 09:31 AM.