Retrieve Vertices Data in THREE.js - three.js

I'm creating a mesh with a custom shader. Within the vertex shader I'm modifying the original position of the geometry vertices. Then I need to access to this new vertices position from outside the shader, how can I accomplish this?

In lieu of transform feedback (which WebGL 1.0 does not support), you will have to use a passthrough fragment shader and floating-point texture (this requires loading the extension OES_texture_float). That is the only approach to generate a vertex buffer on the GPU in WebGL. WebGL does not support pixel buffer objects either, so reading the output data back is going to be very inefficient.
Nevertheless, here is how you can accomplish this:
This will be a rough overview focusing on OpenGL rather than anything Three.js specific.
First, encode your vertex array this way (add a 4th component for index):
Vec4 pos_idx : xyz = Vertex Position, w = Vertex Index (0.0 through NumVerts-1.0)
Storing the vertex index as the w component is necessary because OpenGL ES 2.0 (WebGL 1.0) does not support gl_VertexID.
Next, you need a 2D floating-point texture:
MaxTexSize = Query GL_MAX_TEXTURE_SIZE
Width = MaxTexSize;
Height = min (NumVerts / MaxTexSize, 1);
Create an RGBA floating-point texture with those dimensions and use it as FBO color attachment 0.
Vertex Shader:
#version 100
attribute vec4 pos_idx;
uniform int width; // Width of floating-point texture
uniform int height; // Height of floating-point texture
varying vec4 vtx_out;
void main (void)
{
float idx = pos_idx.w;
// Position this vertex so that it occupies a unique pixel
vec2 xy_idx = vec2 (float ((int (idx) % width)) / float (width),
floor (idx / float (width)) / float (height)) * vec2 (2.0) - vec2 (1.0);
gl_Position = vec4 (xy_idx, 0.0f, 1.0f);
//
// Do all of your per-vertex calculations here, and output to vtx_out.xyz
//
// Store the index in the W component
vtx_out.w = idx;
}
Passthrough Fragment Shader:
#version 100
varying vec4 vtx_out;
void main (void)
{
gl_FragData [0] = vtx_out;
}
Draw and Read Back:
// Draw your entire vertex array for processing (as `GL_POINTS`)
glDrawArrays (GL_POINTS, 0, NumVerts);
// Bind the FBO's color attachment 0 to `GL_TEXTURE_2D`
// Read the texture back and store its results in an array `verts`
glGetTexImage (GL_TEXTURE_2D, 0, GL_RGBA, GL_FLOAT, verts);

Related

Applying a perspective transformation matrix from GIMP into a GLSL shader

So I'm trying to add a rotation and a perspective effect to an image into the vertex shader. The rotation works just fine but I'm unable to make the perspective effect. I'm working in 2D.
The rotation matrix is generated from the code but the perspective matrix is a bunch of hardcoded values I got from GIMP by using the perspective tool.
private final Matrix3 perspectiveTransform = new Matrix3(new float[] {
0.58302f, -0.29001f, 103.0f,
-0.00753f, 0.01827f, 203.0f,
-0.00002f, -0.00115f, 1.0f
});
This perspective matrix was doing the result I want in GIMP using a 500x500 image. I'm then trying to apply this same matrix on texture coordinates. That's why I'm multiplying by 500 before and dividing by 500 after.
attribute vec4 a_position;
attribute vec4 a_color;
attribute vec2 a_texCoord0;
uniform mat4 u_projTrans;
uniform mat3 u_rotation;
uniform mat3 u_perspective;
varying vec4 v_color;
varying vec2 v_texCoords;
void main() {
v_color = a_color;
vec3 vec = vec3(a_texCoord0 * 500.0, 1.0);
vec = vec * u_perspective;
vec = vec3((vec.xy / vec.z) / 500.0, 0.0);
vec -= vec3(0.5, 0.5, 0.0);
vec = vec * u_rotation;
v_texCoords = vec.xy + vec2(0.5);
gl_Position = u_projTrans * a_position;
}
For the rotation, I'm offsetting the origin so that it rotates around the center instead of the top left corner.
Pretty much everything I know about GIMP's perspective tool comes from http://www.math.ubc.ca/~cass/graphics/manual/pdf/ch10.ps This was suggesting I would be able to reproduce what GIMP does after reading it, but it turns out I can't. The result shows nothing (no pixel) while removing the perspective part shows the image rotating properly.
As mentioned in the link, I'm dividing by vec.z to convert my homogeneous coordinates back to a 2D point. I'm not using the origin shifting for the perspective transformation as it was mentioned in the link that the top left corner was used as an origin. p.11:
There is one thing to be careful about - the origin of GIMP
coordinates is at the upper left, with y increasing downwards.
EDIT:
Thanks to #Rabbid76's answer, it's now showing something! However, it's not transforming my texture like the matrix was transforming my image on GIMP.
My transformation matrix on GIMP was supposed to do something a bit like that:
But instead, it looks like something like that:
This is what I think from what I can see from the actual result:
https://imgur.com/X56rp8K (Image used)
(As pointed out, it texture parameter is clamp to edge instead of clamp to border, but that's beside the point)
It looks like it's doing the exact opposite of what I'm looking for. I tried offsetting the origin to the center of the image and to the bottom left before applying the matrix without success. This is a new result but it's still the same problem: How to apply the GIMP perspective matric into a GLSL shader?
EDIT2:
With more testing, I can confirm that it's doing the "opposite". Using this simple downscale transformation matrix:
private final Matrix3 perspectiveTransform = new Matrix3(new float[] {
0.75f, 0f, 50f,
0f, 0.75f, 50f,
0f, 0f, 1.0f
});
The result is an upscaled version of the image:
If I invert the matrix programmatically, it works for the simple scaling matrix! But for the perspective matrix, it shows that:
https://imgur.com/v3TLe2d
EDIT3:
Thanks to #Rabbid76 again it turned out applying the rotation after the perspective matrix does the rotation before and I end up with a result like this: https://imgur.com/n1vWq0M
It is almost it! The only problem is that the image is VERY squished. It's just like the perspective matrix was applied multiple times. But if you look carefully, you can see it rotating while in perspective just like I want it. The problem now is how to unsquish it to get a result just like I had in GIMP. (The root problem is still the same, how to take a GIMP matrix and apply it in a shader)
This perspective matrix was doing the result I want in GIMP using a 500x500 image. I'm then trying to apply this same matrix on texture coordinates. That's why I'm multiplying by 500 before and dividing by 500 after.
The matrix
0.58302 -0.29001 103.0
-0.00753 0.01827 203.0
-0.00002 -0.00115 1.0f
is a 2D perspective transformation matrix. It operates with 2D Homogeneous coordinate.
See 2D affine and perspective transformation matrices
Since the matrix which is displayed in GIMP is the transformation from the perspective to the orthogonal view, the inverse matrix has to be used for the transformation.
The inverse matrix can be calculated by calling inv().
The matrix is setup to performs a operation of a Cartesian coordinate in the range [0, 500], to a Homogeneous coordinates in the range [0, 500].
Your assumption is correct, you have to scale the input from the range [0, 1] to [0, 500] and the output from [0, 500] to [0, 1].
But you have to scale the 2D Cartesian coordinates
Further you have to do the rotation after the perspective projection and the Perspective divide.
It may be necessary (dependent on the bitmap and the texture coordinate attributes), that you have to flip the V coordinate of the texture coordinates.
And most important, the transformation has to be done per fragment in the fragment shader.
Note, since this transformation is not linear (it is perspective transformation), it is not sufficient to to calculate the texture coordinates on the corner points.
vec2 Project2D( in vec2 uv_coord )
{
vec2 v_texCoords;
const float scale = 500.0;
// flip Y
//vec2 uv = vec2(uv_coord.x, 1.0 - uv_coord.y);
vec2 uv = uv_coord.xy;
// uv_h: 3D homougenus in range [0, 500]
vec3 uv_h = vec3(uv * scale, 1.0) * u_perspective;
// uv_h: perspective devide and downscale [0, 500] -> [0, 1]
vec3 uv_p = vec3(uv_h.xy / uv_h.z / scale, 1.0);
// rotate
uv_p = vec3(uv_p.xy - vec2(0.5), 0.0) * u_rotation + vec3(0.5, 0.5, 0.0);
return uv_p.xy;
}
Of course you can do the transformation in the vertex shader too.
But then you have to pass the 2d homogeneous coordinate to from the vertex shader to the fragment shader
This is similar to set a clip space coordinates to gl_Position.
The difference is that you have a 2d homogeneous coordinate and not a 3d. and you have to do the Perspective divide manually in the fragment shader:
Vertex shader:
attribute vec2 a_texCoord0;
varying vec3 v_texCoords_h;
uniform mat3 u_perspective
vec3 Project2D( in vec2 uv_coord )
{
vec2 v_texCoords;
const float scale = 500.0;
// flip Y
//vec2 uv = vec2(uv_coord.x, 1.0 - uv_coord.y);
vec2 uv = uv_coord.xy;
// uv_h: 3D homougenus in range [0, 500]
vec3 uv_h = vec3(uv * scale, 1.0) * u_perspective;
// downscale
return vec3(uv_h.xy / scale, uv_h.z);
}
void main()
{
v_texCoords_h = Project2D( a_texCoord0 );
.....
}
Fragment shader:
varying vec3 v_texCoords_h;
uniform mat3 u_rotation;
void main()
{
// perspective divide
vec2 uv = vertTex.xy / vertTex.z;
// rotation
uv = (vec3(uv.xy - vec2(0.5), 0.0) * u_rotation + vec3(0.5, 0.5, 0.0)).xy;
.....
}
See the preview, where I used the following 2D projection matrix, which is the inverse matrix from that one which is displayed in GIMP:
2.452f, 2.6675f, -388.0f,
0.0f, 7.7721f, -138.0f,
0.00001f, 0.00968f, 1.0f
Further note, in compare to u_projTrans, u_perspective is initialized in row major order.
Because of that you have to multiply the vector from the left to u_perspective:
vec_h = vec3(vec.xy * 500.0, 1.0) * u_perspective;
But you have to multiply the vector from the right to u_projTrans:
gl_Position = u_projTrans * a_position;
See GLSL Programming/Vector and Matrix Operations
and Data Type (GLSL)
Of course this may change if you transpose the matrix when you set it by glUniformMatrix*

Non-uniform color values for fragment shader in OpenGL ES 2.0

Trying to modify the triangle vertex color values from the Android Developer OpenGL Tutorial. The triangle renders but appears dark. What is wrong with the color buffer?
public class Triangle {
...
Added the following lines to establish a color buffer. Is this necessary?
private FloatBuffer colorBuffer;
static final int COLORS_PER_VERTEX = 4;
static float triangleColors[] = {
0.6f, 0.2f, 0.2f, 1.0f,
0.2f, 0.6f, 0.2f, 1.0f,
0.9f, 0.9f, 0.2f, 1.0f
};
private final int colorStride = COLORS_PER_VERTEX * 4;
With the following shader codes, replaced the original "uniform vec4 vColor" with attribute instead of varying because there is no GLES20.getVaryingLocation.
private final String vertexShaderCode =
"attribute vec4 vPosition;void main(){gl_Position = vPosition;}";
private final String fragmentShaderCode =
"precision mediump float;" +
//originally uniform, use varying?
"attribute vec4 vColor;" +
"void main() {" +
" gl_FragColor = vColor;"+
"}";
In the constructor:
public Triangle()
{
...
ByteBuffer cb = ByteBuffer.allocateDirect(triangleColors.length * 4);
cb.order(ByteOrder.nativeOrder());
colorBuffer = cb.asFloatBuffer();
colorBuffer.put(triangleColors);
colorBuffer.position(0);
... //compile and link shaders code is unchanged
}
public void draw()
{
GLES20.glUseProgram(mProgram);
...
/*
mColorHandle = GLES20.glGetUniformLocation(mProgram, "vColor");
GLES20.glUniform4fv(mColorHandle, 1, color, 0);
*/
mColorHandle = GLES20.glGetAttribLocation(mProgram, "vColor");
GLES20.glEnableVertexAttribArray(mColorHandle);
GLES20.glVertexAttribPointer(mColorHandle, COLORS_PER_VERTEX,
GLES20.GL_FLOAT, false, colorStride, colorBuffer);
GLES20.glDrawArrays(GLES20.GL_TRIANGLES, 0, vertexCount);
GLES20.glDisableVertexAttribArray(mPositionHandle);
GLES20.glDisableVertexAttribArray(mColorHandle);
}
}
You are misunderstanding what is an uniform, an attribute and a varying.
To do the change you are describing you need both, an attribute and a varying. The vertex shader must include an attribute for a color such as attribute vec4 aColor; and a varying output as varying vec4 vColor;. Then in main you need to assign the color as vColor = aColor;. In the fragment shader you then only need varying vec4 vColor; and use it the same way you did in the main method.
To explain a bit on what these are:
An attribute and an uniform are quite similar but attribute is per vertex while the uniform is per draw call (will have the same value for all vertices, fragments). They are both designed to produce communication between the CPU and the GPU (You send the data to the GPU through either of these).
A varying is a bit different. Usually a varying is assigned from the attribute and is done in the vertex shader. This means every vertex will have its own value from the attribute but after rasterization is done each of the varying value will be interpolated depending on the fragment position relative to the bounding vertices. So a varying is designed to communicate between the vertex and the fragment shader (sending data from vertex to fragment shader).
It is easiest to explain on a line defined by 2 points (A,B) and let's say on your render buffer the line will take 100 pixels. If first line has a white color C1 = (1,1,1,1) and the second point has a black color C2 = (0,0,0,1). You will assign the same color in the vertex shader for the varying value and a fragment shader will be called 100 times which is for each of the pixels. Now your varying color in the fragment shader will have an interpolated value for position X as in
color = C1 + (C2-C1)*((X-A).length()/(B-A).length()).
So for case of 100 pixels the 46th pixel would be
color = (1,1,1,1)-(1,1,1,0)*(64/100)
which results in (.36, .36, .36, 1.0).
So the pixels will fade to black linearly from A to B which will produce a nice gradient.
I hope this will clear things a bit.

Three js 2d matrix visualization

I am trying to visualize 2d matrices using Three js. These matrices are the states of the neurons in a neural network. The matrices are not huge (64 x 32) The values in these matrices will change and I want those new values to be displayed in the visualization.
For the 2d matrix I want a plane of neurons.
I have tried creating a particle system using a plane geometry with as many vertices as neurons in the data matrix.
var width = 32;
var height = 64;
var planeGeometry = new THREE.PlaneGeometry( width, height, width - 1 , height - 1 );
var particlePlane = new THREE.ParticleSystem( planeGeometry, shaderMaterial );
In the fragment shader each particle is given a base texture (a white circle)
gl_FragColor = texture2D(baseTexture, gl_PointCoord);
And then I use a second texture containing the data matrix values (greyscale pixel values) to modify each base texture.
// Sets particle texture to desired color
// vertexPosition is a vec2 in coordinates local to the plane
gl_FragColor = gl_FragColor * texture2D( dataTexture, vertexPosition );
To calculate vertexPosition in the vertex share I do the following (irrelevant lines ommitted):
uniform float width;
uniform float height;
varying vec2 vertexPosition;
void main()
{
vertexPosition = vec2( position.x / width, position.y / height );
}
This is where I'm getting caught up. The vertexPosition does not seem to be mapping properly to the dataTexture pixels. I want a one to one correspondence between particles and pixels.
How do I properly map from the location of particles/vertexes on a plane to equivalent pixel locations in a texture?
I am new to three js, so please feel free to tell me my approach is totally off.
To get texture coordinates, there are ready to use projection matrix in glsl, here is what I would use as a vertex shader
varying vec2 vertexPosition;
void main() {
vertexPosition = uv;
gl_Position = projectionMatrix * modelViewMatrix * vec4(position, 1.0);
}
Then you have the xy position to use in the fragment in the varying vertexPosition.

Get position from depth texture

Im trying to reduce the number of post process textures I have to draw in my scene. The end goal is to support an SSAO shader. The shader requires depth, postion and normal data. Currently I am storing the depth and normals in 1 float texture and the position in another.
I've been doing some reading, and it seems possible that you can get the position by simply using the depth stored in the normal texture. You have to unproject the x and y and multiply it by the depth value. I can't seem to get this right however and its probably due to my lack of understanding...
So currently my positions are drawn to a position texture. This is what it looks like (this is currently working correctly)
So is my new method. I pass the normal texture that stores the normal x,y and z in the RGB channels and the depth in the w. In the SSAO shader I need to get the position and so this is how im doing it:
//viewport is a vec2 of the viewport width and height
//invProj is a mat4 using camera.projectionMatrixInverse (camera.projectionMatrixInverse.getInverse( camera.projectionMatrix );)
vec3 get_eye_normal()
{
vec2 frag_coord = gl_FragCoord.xy/viewport;
frag_coord = (frag_coord-0.5)*2.0;
vec4 device_normal = vec4(frag_coord, 0.0, 1.0);
return normalize((invProj * device_normal).xyz);
}
...
float srcDepth = texture2D(tNormalsTex, vUv).w;
vec3 eye_ray = get_eye_normal();
vec3 srcPosition = vec3( eye_ray.x * srcDepth , eye_ray.y * srcDepth , eye_ray.z * srcDepth );
//Previously was doing this:
//vec3 srcPosition = texture2D(tPositionTex, vUv).xyz;
However when I render out the positions it looks like this:
The SSAO looks very messed up using the new method. Any help would be greatly appreciated.
I was able to find a solution to this. You need to multiply the ray normal by the camera far - near (I was using the normalized depth value - but you need the world depth value.)
I created a function to extract the position from the normal/depth texture like so:
First in the depth capture pass (fragment shader)
float ld = length(vPosition) / linearDepth; //linearDepth is cam.far - cam.near
gl_FragColor = vec4( normalize( vNormal ).xyz, ld );
And now in the shader trying to extract the position...
/// <summary>
/// This function will get the 3d world position from the Normal texture containing depth in its w component
/// <summary>
vec3 get_world_pos( vec2 uv )
{
vec2 frag_coord = uv;
float depth = texture2D(tNormals, frag_coord).w;
float unprojDepth = depth * linearDepth - 1.0;
frag_coord = (frag_coord-0.5)*2.0;
vec4 device_normal = vec4(frag_coord, 0.0, 1.0);
vec3 eye_ray = normalize((invProj * device_normal).xyz);
vec3 pos = vec3( eye_ray.x * unprojDepth, eye_ray.y * unprojDepth, eye_ray.z * unprojDepth );
return pos;
}

Perspective correct texturing of trapezoid in OpenGL ES 2.0

I have drawn a textured trapezoid, however the result does not appear as I had intended.
Instead of appearing as a single unbroken quadrilateral, a discontinuity occurs at the diagonal line where its two comprising triangles meet.
This illustration demonstrates the issue:
(Note: the last image is not intended to be a 100% faithful representation, but it should get the point across.)
The trapezoid is being drawn using GL_TRIANGLE_STRIP in OpenGL ES 2.0 (on an iPhone). It's being drawn completely facing the screen, and is not being tilted (i.e. that's not a 3D sketch you're seeing!)
I have come to understand that I need to perform "perspective correction," presumably in my vertex and/or fragment shaders, but I am unclear how to do this.
My code includes some simple Model/View/Projection matrix math, but none of it currently influences my texture coordinate values. Update: The previous statement is incorrect, according to comment by user infact.
Furthermore, I have found this tidbit in the ES 2.0 spec, but do not understand what it means:
The PERSPECTIVE CORRECTION HINT is not supported because OpenGL
ES 2.0 requires that all attributes be perspectively interpolated.
How can I make the texture draw correctly?
Edit: Added code below:
// Vertex shader
attribute vec4 position;
attribute vec2 textureCoordinate;
varying vec2 texCoord;
uniform mat4 modelViewProjectionMatrix;
void main()
{
gl_Position = modelViewProjectionMatrix * position;
texCoord = textureCoordinate;
}
// Fragment shader
uniform sampler2D texture;
varying mediump vec2 texCoord;
void main()
{
gl_FragColor = texture2D(texture, texCoord);
}
// Update and Drawing code (uses GLKit helpers from iOS)
- (void)update
{
float fov = GLKMathDegreesToRadians(65.0f);
float aspect = fabsf(self.view.bounds.size.width / self.view.bounds.size.height);
projectionMatrix = GLKMatrix4MakePerspective(fov, aspect, 0.1f, 50.0f);
viewMatrix = GLKMatrix4MakeTranslation(0.0f, 0.0f, -4.0f); // zoom out
}
- (void)glkView:(GLKView *)view drawInRect:(CGRect)rect
{
glClearColor(0.0f, 0.0f, 0.0f, 1.0f);
glClear(GL_COLOR_BUFFER_BIT | GL_DEPTH_BUFFER_BIT);
glUseProgram(shaders[SHADER_DEFAULT]);
GLKMatrix4 modelMatrix = GLKMatrix4MakeScale(0.795, 0.795, 0.795); // arbitrary scale
GLKMatrix4 modelViewMatrix = GLKMatrix4Multiply(viewMatrix, modelMatrix);
GLKMatrix4 modelViewProjectionMatrix = GLKMatrix4Multiply(projectionMatrix, modelViewMatrix);
glUniformMatrix4fv(uniforms[UNIFORM_MODELVIEWPROJECTION_MATRIX], 1, GL_FALSE, modelViewProjectionMatrix.m);
glBindTexture(GL_TEXTURE_2D, textures[TEXTURE_WALLS]);
glUniform1i(uniforms[UNIFORM_TEXTURE], 0);
glVertexAttribPointer(ATTRIB_VERTEX, 3, GL_FLOAT, GL_FALSE, 0, wall.vertexArray);
glVertexAttribPointer(ATTRIB_TEXTURE_COORDINATE, 2, GL_FLOAT, GL_FALSE, 0, wall.texCoords);
glDrawArrays(GL_TRIANGLE_STRIP, 0, wall.vertexCount);
}
(I'm taking a bit of a punt here, because your picture does not show exactly what I would expect from texturing a trapezoid, so perhaps something else is happening in your case - but the general problem is well known)
Textures will not (by default) interpolate correctly across a trapezoid. When the shape is triangulated for drawing, one of the diagonals will be chosen as an edge, and while that edge is straight through the middle of the texture, it is not through the middle of the trapezoid (picture the shape divided along a diagonal - the two triangles are very much not equal).
You need to provide more than a 2D texture coordinate to make this work - you need to provide a 3D (or rather, projective) texture coordinate, and perform the perspective divide in the fragment shader, post-interpolation (or else use a texture lookup function which will do the same).
The following shows how to provide texture coordinates for a trapezoid using old-school GL functions (which are a little easier to read for demonstration purposes). The commented-out lines are the 2d texture coordinates, which I have replaced with projective coordinates to get the correct interpolation.
glMatrixMode(GL_PROJECTION);
glLoadIdentity();
glOrtho(0,640,0,480,1,1000);
glMatrixMode(GL_MODELVIEW);
glLoadIdentity();
const float trap_wide = 600;
const float trap_narrow = 300;
const float mid = 320;
glBegin(GL_TRIANGLE_STRIP);
glColor3f(1,1,1);
// glTexCoord4f(0,0,0,1);
glTexCoord4f(0,0,0,trap_wide);
glVertex3f(mid - trap_wide/2,10,-10);
// glTexCoord4f(1,0,0,1);
glTexCoord4f(trap_narrow,0,0,trap_narrow);
glVertex3f(mid - trap_narrow/2,470,-10);
// glTexCoord4f(0,1,0,1);
glTexCoord4f(0,trap_wide,0,trap_wide);
glVertex3f(mid + trap_wide/2,10,-10);
// glTexCoord4f(1,1,0,1);
glTexCoord4f(trap_narrow,trap_narrow,0,trap_narrow);
glVertex3f(mid + trap_narrow/2,470,-10);
glEnd();
The third coordinate is unused here as we're just using a 2D texture. The fourth coordinate will divide the other two after interpolation, providing the projection. Obviously if you divide it through at the vertices, you'll see you get the original texture coordinates.
Here's what the two renderings look like:
If your trapezoid is actually the result of transforming a quad, it might be easier/better to just draw that quad using GL, rather than transforming it in software and feeding 2D shapes to GL...
What you are trying here is Skewed texture. A sample fragment shader is as follows :
precision mediump float;
varying vec4 vtexCoords;
uniform sampler2D sampler;
void main()
{
gl_FragColor = texture2DProj(sampler,vtexCoords);
}
2 things which should look different are :
1) We are using varying vec4 vtexCoords; . Texture co-ordinates are 4 dimensional.
2) texture2DProj() is used instead of texture2D()
Based on length of small and large side of your trapezium you will assign texture co-ordinates. Following URL might help :
http://www.xyzw.us/~cass/qcoord/
The accepted answer gives the correct solution and explanation but for those looking for a bit more help on the OpenGL (ES) 2.0 pipeline...
const GLfloat L = 2.0;
const GLfloat Z = -2.0;
const GLfloat W0 = 0.01;
const GLfloat W1 = 0.10;
/** Trapezoid shape as two triangles. */
static const GLKVector3 VERTEX_DATA[] = {
{{-W0, 0, Z}},
{{+W0, 0, Z}},
{{-W1, L, Z}},
{{+W0, 0, Z}},
{{+W1, L, Z}},
{{-W1, L, Z}},
};
/** Add a 3rd coord to your texture data. This is the perspective divisor needed in frag shader */
static const GLKVector3 TEXTURE_DATA[] = {
{{0, 0, 0}},
{{W0, 0, W0}},
{{0, W1, W1}},
{{W0, 0, W0}},
{{W1, W1, W1}},
{{0, W1, W1}},
};
////////////////////////////////////////////////////////////////////////////////////
// frag.glsl
varying vec3 v_texPos;
uniform sampler2D u_texture;
void main(void)
{
// Divide the 2D texture coords by the third projection divisor
gl_FragColor = texture2D(u_texture, v_texPos.st / v_texPos.p);
}
Alternatively, in the shader, as per #maverick9888's answer, You can use texture2Dproj though for iOS / OpenGLES2 it still only supports a vec3 input...
void main(void)
{
gl_FragColor = texture2DProj(u_texture, v_texPos);
}
I haven't really benchmarked it properly but for my very simple case (a 1d texture really) the division version seems a bit snappier.

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