I'm a beginner in opengl, and I enounter a problem concering about clipping space.
I calculated perspective matrix myself and passed it to vertex shader, but why triangle was visible only when the z value of vertices multiplied by my perspective matrix is positive? Since the z value range of perspective frustum [n, f] is mapped to [-1. 1] in clipping space, any -1 < z < 1 should not be clipped which is just not the case in my situation. In case that my perspective matrix is miscalculated, I directly passed vertices with -1 < z < 0 to vertex shader, still I got nothing. but it works just fine with 0 < z < 1.
what is the range of clipping space in OpenGL?
From what I understand, near and far represent values that relate to camera space, not clip space.
If you use something like 0 and 100 for n and f respectively, you should be able to see geometry where incoming vertex z is negative.
Can you post the function that calculates the projection matrix, and your vertex shader?
If you use something like 0 and 100 for n and f respectively, you should be able to see geometry where incoming vertex z is negative.
Can you post the function that calculates the projection matrix, and your vertex shader?
From what I understand, near and far represent values that relate to camera space, not clip space.
If you use something like 0 and 100 for n and f respectively, you should be able to see geometry where incoming vertex z is negative.
The near-plane value should never be zero, or you will lose an immense amount of precision (remember the depth buffer uses a logarithmic scale). The best values depend on the scale of the scene, but if you're working in meters, 0.1 to 1000 is a good start IMHO.
The near-plane value should never be zero, or you will lose an immense amount of precision (remember the depth buffer uses a logarithmic scale). The best values depend on the scale of the scene, but if you're working in meters, 0.1 to 1000 is a good start IMHO.
Ah, yes, as written here: http://www.opengl.org/archives/resources/faq/technical/depthbuffer.htm
Thanks for pointing that out.
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