Red_Riot

02-27-2011, 01:30 PM

Howdy, was working on GLSL 140 and trying to ditch legacy code but I'm having problems. I'm trying to make the transition in steps. This is basic demo code to test for functionality:

This is my old 130 code, which works fine, it's a vertex shader GLSL program.

#version 130

in vec4 MCVertex;

void main() {

gl_Position = gl_ModelViewProjectionMatrix * MCVertex;

}

MCVertex gets passed automatically every time glDrawElements() is called correct? there's no API binding to do?

Here's the code I'm attempting to go to:

#version 140

uniform mat4 MVPmat;

in vec4 MCVertex;

void main() {

gl_Position = MVPmat * MCVertex;

}

The trick here is that you have to generate your own Project Model View matrix, which is (Projection Matrix * ModelViewMatrix = MVPmat)

Which leads me to think that I'm running into an API issue. I'm still using legacy glTranslatef to generate a Modelview matrix and gluPerspective to generate a Perspective matrix before I impliment my own. I use glGetFloatv(GL_PROJECTION_MATRIX , PMatrix);

glGetFloatv(GL_MODELVIEW_MATRIX , MVMatrix);

to pull these values to generate my own ProjModelView matrix and pass it to GLSL.

C++ OpenGL Code:

float PMatrix[16], MVMatrix[16], MVPMatrix[16];

GLuint MVPmat;

void InitCode(){

glGetFloatv(GL_PROJECTION_MATRIX , PMatrix);

glGetFloatv(GL_MODELVIEW_MATRIX , MVMatrix);

MatMult4(MVMatrix,PMatrix,MVPMatrix);

MVPmat = glGetUniformLocation(shader, "MVPmat");

glUniformMatrix4fv(MVPmat,1,GL_FALSE,MVPMatrix);

}

However this does NOT yield the same results as the 130 version of GLSL using glProjectionModelView * MCVertex. I've tried passing PMatrix and MVMatrix in as their own uniforms as well and doing PMatrix * MVMatrix * MCVertex to get my position as well but it doesn't work.

No compiler warnings or errors from the 140 compiler. (130 shows me a warning that glProjectionModelView is depreciated)

Any Ideas?

MatMult4 function is as follows:

void MatMult4(float *matA, float *matB, float *matX)

{

for (int x = 0; x < 16; x += 4)

{

for (int y = 0; y < 4; y++)

{

matX[x+y] = matA[x]*matB[y]+matA[x+1]*matB[y+4]+matA[x+2]*matB[y+8]+matA[x+3]*matB[y+12];

}

}

}

This is my old 130 code, which works fine, it's a vertex shader GLSL program.

#version 130

in vec4 MCVertex;

void main() {

gl_Position = gl_ModelViewProjectionMatrix * MCVertex;

}

MCVertex gets passed automatically every time glDrawElements() is called correct? there's no API binding to do?

Here's the code I'm attempting to go to:

#version 140

uniform mat4 MVPmat;

in vec4 MCVertex;

void main() {

gl_Position = MVPmat * MCVertex;

}

The trick here is that you have to generate your own Project Model View matrix, which is (Projection Matrix * ModelViewMatrix = MVPmat)

Which leads me to think that I'm running into an API issue. I'm still using legacy glTranslatef to generate a Modelview matrix and gluPerspective to generate a Perspective matrix before I impliment my own. I use glGetFloatv(GL_PROJECTION_MATRIX , PMatrix);

glGetFloatv(GL_MODELVIEW_MATRIX , MVMatrix);

to pull these values to generate my own ProjModelView matrix and pass it to GLSL.

C++ OpenGL Code:

float PMatrix[16], MVMatrix[16], MVPMatrix[16];

GLuint MVPmat;

void InitCode(){

glGetFloatv(GL_PROJECTION_MATRIX , PMatrix);

glGetFloatv(GL_MODELVIEW_MATRIX , MVMatrix);

MatMult4(MVMatrix,PMatrix,MVPMatrix);

MVPmat = glGetUniformLocation(shader, "MVPmat");

glUniformMatrix4fv(MVPmat,1,GL_FALSE,MVPMatrix);

}

However this does NOT yield the same results as the 130 version of GLSL using glProjectionModelView * MCVertex. I've tried passing PMatrix and MVMatrix in as their own uniforms as well and doing PMatrix * MVMatrix * MCVertex to get my position as well but it doesn't work.

No compiler warnings or errors from the 140 compiler. (130 shows me a warning that glProjectionModelView is depreciated)

Any Ideas?

MatMult4 function is as follows:

void MatMult4(float *matA, float *matB, float *matX)

{

for (int x = 0; x < 16; x += 4)

{

for (int y = 0; y < 4; y++)

{

matX[x+y] = matA[x]*matB[y]+matA[x+1]*matB[y+4]+matA[x+2]*matB[y+8]+matA[x+3]*matB[y+12];

}

}

}