I am having trouble using Attribute variables for getting a value into vertex shader. I want to provide the geometry shader with one of the points from the previous primitive(line) for some calculation. I am providing this point using a vec3 attribute variable(Ppoint) in to vertex shader and then to geometry shader using a out variable in vertex shader and a in variable in geometry shader(pointPass).
The problem is when I am updating the attribute variable in the glBegin()/glEnd() block while drawing the lines the values in glVertexAttrib3f are taken as vertices and a line is also rendered to those points. This causes some extra lines to be displayed and all the geometry shader functionality is disturbed.
Here is my code for all the shaders and my opengl program to draw the lines.
Vertex Shader
#version 330 compatibility
out vec3 pointPass;
attribute vec3 Ppoint;
void main()
{
pointPass = Ppoint;
gl_Position = gl_Vertex;
}
Geometry Shader
#version 330 compatibility
in vec3 pointPass[];
out vec4 colorFrag;
layout(lines) in;
// 100 vertices are not actually required specified more for trial
layout(triangle_strip, max_vertices=100) out;
vec3 getA(vec3 axis){
vec3 a;
a.x = 1.0;
a.y = 1.0;
a.z = -(axis.x + axis.y)/axis.z;
a = normalize(a);
return a;
}
vec3 getB(vec3 axis, vec3 a){
vec3 b;
b.x = (a.y*axis.z - a.z*axis.y);
b.y = (a.z*axis.x - a.x*axis.z);
b.z = (a.x*axis.y - a.y*axis.x );
b = normalize(b);
return b;
}
void main()
{
vec3 axis0, axis1, v0, v1, v2;
float radius = 0.5;
float rotation = 0.0f;
float pi = 3.1416;
int numPoints = 15;
vec3 p1, p2, p3, p4;
int count = 0, i;
float increment = 2*pi/numPoints;
v0 = pointPass[0];
v1 = gl_in[0].gl_Position.xyz;
v2 = gl_in[1].gl_Position.xyz;
axis1 = v1 - v2;
axis1 = normalize(axis1);
vec3 a1 = getA(axis1);
vec3 b1 = getB(axis1, a1);
axis0 = v0-v2;
axis0 = normalize(axis0);
vec3 a0 = getA(axis0);
vec3 b0 = getB(axis0, a0);
// Rotation with theta
for(rotation = 0; rotation<=2*pi; rotation+=increment){
p1 = v1 + radius*cos(rotation)*a0 + radius*sin(rotation)*b0;
p2 = v1 + radius*cos(rotation + increment)*a0 + radius*sin (rotation + increment)*b0;
p3 = v2 + radius*cos(rotation)*a1 + radius*sin(rotation)*b1;
p4 = v2 + radius*cos(rotation + increment)*a1 + radius*sin(rotation + increment)*b1;
// FIRST Triangle
// FIRST vertex
gl_Position = (gl_ModelViewProjectionMatrix*vec4(p3,1.0) );
EmitVertex();
// SECOND vertex
gl_Position = (gl_ModelViewProjectionMatrix*vec4(p1, 1.0) );
EmitVertex();
// THIRD vertex
gl_Position = (gl_ModelViewProjectionMatrix*vec4(p4, 1.0) );
EmitVertex();
// SECOND Triangle
// FIRST vertex
gl_Position = (gl_ModelViewProjectionMatrix*vec4(p2, 1.0) );
EmitVertex();
}
EndPrimitive();
}
Fragment Shader
#version 330 compatibility
in vec4 colorFrag;
void main()
{
gl_FragColor = colorFrag;
}
OpenGL program for drawing lines
// vPoints is a std::vector of 3d vector class created by me.
void drawLines(){
float angle =0.0f;
int numLines = 30;
int count = 0;
float disp = 0.30f;
float radius_x = 5.0;
float radius_y = 5.0;
vPoints.resize(numLines+2);
// Loop around in a circle and specify even points along the spiral
float increment = (float)(2*GL_PI/numLines);
for(angle = 0.0f; angle < (2.0f*GL_PI); angle += increment)
{
// Calculate x and y position of the next vertex
float x1 = radius_x*sin(angle);
float y1 = radius_y*cos(angle);
float z1 = count*disp;
vPoints[count].SetVector(x1, y1, z1);
count ++;
}
// Drawing only first two line segments for testing
glBegin(GL_LINES);
int pointPassLocation = glGetAttribLocation(programID, "Ppoint");
// This is also considered as a vertex and a line is drawn from this point to vPoints[1]
glVertexAttrib3f(pointPassLocation, vPoints[0].GetX(), vPoints[0].GetY(), vPoints[0].GetZ());
glVertex3d(vPoints[1].GetX(), vPoints[1].GetY(), vPoints[1].GetZ());
glVertex3d(vPoints[2].GetX(), vPoints[2].GetY(), vPoints[2].GetZ());
// Again this is also considered as a point and a line is drawn from vPoints[2] to this point.
glVertexAttrib3f(pointPassLocation, vPoints[1].GetX(), vPoints[1].GetY(), vPoints[1].GetZ());
glVertex3d(vPoints[2].GetX(), vPoints[2].GetY(), vPoints[2].GetZ());
glVertex3d(vPoints[3].GetX(), vPoints[3].GetY(), vPoints[3].GetZ());
glEnd();
}
So instead of 2 lines which I wanted to draw from vPoints[1] to vPoints[2] and vPoints[2] to vPoints[3], I am getting 3 lines with 6 vertices considering the two glVertexAttrib3f statements as vertices.
Am I doing it correct, or is there a better way or another way to do this.
Related
I'm trying to construct a render engine using OpenGL and C++. but can't seem to get past this problem. The same model is being rendered 5 different times using different shaders, in 4 out of the 5 shaders the backface culling is working properly. In the tessellation shader, however, it is not. Any outwards faces are invisible, so you can see directly to the rear ones. Does anyone know why this shader flips the faces?
Vertex Shader
void main()
{
worldVertexPosition_cs = (transformationMatrix * vec4(position_vs, 1.0)).xyz;
worldTextureCoords_cs = textureCoords_vs;
worldNormal_cs = mat3(transpose(inverse(transformationMatrix))) * normal_vs;
}
Control Shader
float getTessLevel(float distance0, float distance1)
{
float avgDistance = (distance0 + distance1) / 2.0;
avgDistance = (100 - avgDistance) / 20;
if (avgDistance < 1) {
avgDistance = 1;
}
return avgDistance;
}
void main()
{
worldTextureCoords_es[gl_InvocationID] = worldTextureCoords_cs[gl_InvocationID];
worldNormal_es[gl_InvocationID] = worldNormal_cs[gl_InvocationID];
worldVertexPosition_es[gl_InvocationID] = worldVertexPosition_cs[gl_InvocationID];
float eyeToVertexDistance0 = distance(eyePos, worldVertexPosition_es[0]);
float eyeToVertexDistance1 = distance(eyePos, worldVertexPosition_es[1]);
float eyeToVertexDistance2 = distance(eyePos, worldVertexPosition_es[2]);
gl_TessLevelOuter[0] = getTessLevel(eyeToVertexDistance1, eyeToVertexDistance2);
gl_TessLevelOuter[1] = getTessLevel(eyeToVertexDistance2, eyeToVertexDistance0);
gl_TessLevelOuter[2] = getTessLevel(eyeToVertexDistance0, eyeToVertexDistance1);
gl_TessLevelInner[0] = gl_TessLevelOuter[2];
}
Evaluation Shader
vec2 interpolate2D(vec2 v0, vec2 v1, vec2 v2)
{
return vec2(gl_TessCoord.x) * v0 + vec2(gl_TessCoord.y) * v1 + vec2(gl_TessCoord.z) * v2;
}
vec3 interpolate3D(vec3 v0, vec3 v1, vec3 v2)
{
return vec3(gl_TessCoord.x) * v0 + vec3(gl_TessCoord.y) * v1 + vec3(gl_TessCoord.z) * v2;
}
void main()
{
worldTextureCoords_fs = interpolate2D(worldTextureCoords_es[0], worldTextureCoords_es[1], worldTextureCoords_es[2]);
worldNormal_fs = interpolate3D(worldNormal_es[0], worldNormal_es[1], worldNormal_es[2]);
worldNormal_fs = normalize(worldNormal_fs);
worldVertexPosition_fs = interpolate3D(worldVertexPosition_es[0], worldVertexPosition_es[1], worldVertexPosition_es[2]);
float displacement = texture(texture_displacement0, worldTextureCoords_fs.xy).x;
worldVertexPosition_fs += worldNormal_fs * (displacement / 1.0f);
gl_Position = projectionMatrix * viewMatrix * vec4(worldVertexPosition_fs.xyz, 1.0);
}
Fragment Shader
void main()
{
vec3 unitNormal = normalize(worldNormal_fs);
vec3 unitLightVector = normalize(lightPosition - worldVertexPosition_fs);
float dotResult = dot(unitNormal, unitLightVector);
float brightness = max(dotResult, blackPoint);
vec3 diffuse = brightness * lightColor;
FragColor = vec4(diffuse, 1.0) * texture(texture_diffuse0, worldTextureCoords_fs);
FragColor.rgb = pow(FragColor.rgb, vec3(1.0/gamma));
}
In the Tessellation Evaluation Shader you've to define the winding order of the generated triangles.
This is done via the cw and ccw parameters. Default is ccw.
Either generate clockwise primitives:
layout(triangles, cw) in;
Or generate counterclockwise primitives:
layout(triangles, ccw) in;
I am looking for the best way to create a billboard in Qt3D. I would like a plane which faces the camera wherever it is and does not change sized when the camera dollies forward or back. I have read how to do this using GLSL vertex and geometry shaders, but I am looking for the Qt3D way, unless customer shaders is the most efficient and best way of billboarding.
I have looked, and it appears I can set the Matrix on a QTransform via properties, but it isn't clear to me how I would manipulate the matrix, or perhaps there is a better way? I am using the C++ api, but a QML answer would do. I could port it to C++.
If you want to draw just one billboard, you can add a plane and rotate it whenever the camera moves. However, if you want to do this efficiently with thousands or millions of billboards, I recommend using custom shaders. We did this to draw impostor spheres in Qt3D.
However, we didn't use a geometry shader because we were targeting systems that didn't support geometry shaders. Instead, we used only the vertex shader by placing four vertices in the origin and moved these on the shader. To create many copies, we used instanced drawing. We moved each set of four vertices according to the positions of the spheres. Finally, we moved each of the four vertices of each sphere such that they result in a billboard that is always facing the camera.
Start out by subclassing QGeometry and created a buffer functor that creates four points, all in the origin (see spherespointgeometry.cpp). Give each point an ID that we can use later. If you use geometry shaders, the ID is not needed and you can get away with creating only one vertex.
class SpheresPointVertexDataFunctor : public Qt3DRender::QBufferDataGenerator
{
public:
SpheresPointVertexDataFunctor()
{
}
QByteArray operator ()() Q_DECL_OVERRIDE
{
const int verticesCount = 4;
// vec3 pos
const quint32 vertexSize = (3+1) * sizeof(float);
QByteArray verticesData;
verticesData.resize(vertexSize*verticesCount);
float *verticesPtr = reinterpret_cast<float*>(verticesData.data());
// Vertex 1
*verticesPtr++ = 0.0;
*verticesPtr++ = 0.0;
*verticesPtr++ = 0.0;
// VertexID 1
*verticesPtr++ = 0.0;
// Vertex 2
*verticesPtr++ = 0.0;
*verticesPtr++ = 0.0;
*verticesPtr++ = 0.0;
// VertexID 2
*verticesPtr++ = 1.0;
// Vertex 3
*verticesPtr++ = 0.0;
*verticesPtr++ = 0.0;
*verticesPtr++ = 0.0;
// VertexID3
*verticesPtr++ = 2.0;
// Vertex 4
*verticesPtr++ = 0.0;
*verticesPtr++ = 0.0;
*verticesPtr++ = 0.0;
// VertexID 4
*verticesPtr++ = 3.0;
return verticesData;
}
bool operator ==(const QBufferDataGenerator &other) const Q_DECL_OVERRIDE
{
Q_UNUSED(other);
return true;
}
QT3D_FUNCTOR(SpheresPointVertexDataFunctor)
};
For the real positions, we used a separate QBuffer. We also set color and scale, but I have omitted those here (see spheredata.cpp):
void SphereData::setPositions(QVector<QVector3D> positions, QVector3D color, float scale)
{
QByteArray ba;
ba.resize(positions.size() * sizeof(QVector3D));
SphereVBOData *vboData = reinterpret_cast<QVector3D *>(ba.data());
for(int i=0; i<positions.size(); i++) {
QVector3D &position = vboData[i];
position = positions[i];
}
m_buffer->setData(ba);
m_count = positions.count();
}
Then, in QML, we connected the geometry with the buffer in a QGeometryRenderer. This can also be done in C++, if you prefer (see
Spheres.qml):
GeometryRenderer {
id: spheresMeshInstanced
primitiveType: GeometryRenderer.TriangleStrip
enabled: instanceCount != 0
instanceCount: sphereData.count
geometry: SpheresPointGeometry {
attributes: [
Attribute {
name: "pos"
attributeType: Attribute.VertexAttribute
vertexBaseType: Attribute.Float
vertexSize: 3
byteOffset: 0
byteStride: (3 + 3 + 1) * 4
divisor: 1
buffer: sphereData ? sphereData.buffer : null
}
]
}
}
Finally, we created custom shaders to draw the billboards. Note that because we were drawing impostor spheres, the billboard size was increased to handle raytracing in the fragment shader from awkward angles. You likely do not need the 2.0*0.6 factor in general.
Vertex shader:
#version 330
in vec3 vertexPosition;
in float vertexId;
in vec3 pos;
in vec3 col;
in float scale;
uniform vec3 eyePosition = vec3(0.0, 0.0, 0.0);
uniform mat4 modelMatrix;
uniform mat4 mvp;
out vec3 modelSpherePosition;
out vec3 modelPosition;
out vec3 color;
out vec2 planePosition;
out float radius;
vec3 makePerpendicular(vec3 v) {
if(v.x == 0.0 && v.y == 0.0) {
if(v.z == 0.0) {
return vec3(0.0, 0.0, 0.0);
}
return vec3(0.0, 1.0, 0.0);
}
return vec3(-v.y, v.x, 0.0);
}
void main() {
vec3 position = vertexPosition + pos;
color = col;
radius = scale;
modelSpherePosition = (modelMatrix * vec4(position, 1.0)).xyz;
vec3 view = normalize(position - eyePosition);
vec3 right = normalize(makePerpendicular(view));
vec3 up = cross(right, view);
float texCoordX = 1.0 - 2.0*(float(vertexId==0.0) + float(vertexId==2.0));
float texCoordY = 1.0 - 2.0*(float(vertexId==0.0) + float(vertexId==1.0));
planePosition = vec2(texCoordX, texCoordY);
position += 2*0.6*(-up - right)*(scale*float(vertexId==0.0));
position += 2*0.6*(-up + right)*(scale*float(vertexId==1.0));
position += 2*0.6*(up - right)*(scale*float(vertexId==2.0));
position += 2*0.6*(up + right)*(scale*float(vertexId==3.0));
vec4 modelPositionTmp = modelMatrix * vec4(position, 1.0);
modelPosition = modelPositionTmp.xyz;
gl_Position = mvp*vec4(position, 1.0);
}
Fragment shader:
#version 330
in vec3 modelPosition;
in vec3 modelSpherePosition;
in vec3 color;
in vec2 planePosition;
in float radius;
out vec4 fragColor;
uniform mat4 modelView;
uniform mat4 inverseModelView;
uniform mat4 inverseViewMatrix;
uniform vec3 eyePosition;
uniform vec3 viewVector;
void main(void) {
vec3 rayDirection = eyePosition - modelPosition;
vec3 rayOrigin = modelPosition - modelSpherePosition;
vec3 E = rayOrigin;
vec3 D = rayDirection;
// Sphere equation
// x^2 + y^2 + z^2 = r^2
// Ray equation is
// P(t) = E + t*D
// We substitute ray into sphere equation to get
// (Ex + Dx * t)^2 + (Ey + Dy * t)^2 + (Ez + Dz * t)^2 = r^2
float r2 = radius*radius;
float a = D.x*D.x + D.y*D.y + D.z*D.z;
float b = 2.0*E.x*D.x + 2.0*E.y*D.y + 2.0*E.z*D.z;
float c = E.x*E.x + E.y*E.y + E.z*E.z - r2;
// discriminant of sphere equation
float d = b*b - 4.0*a*c;
if(d < 0.0) {
discard;
}
float t = (-b + sqrt(d))/(2.0*a);
vec3 sphereIntersection = rayOrigin + t * rayDirection;
vec3 normal = normalize(sphereIntersection);
vec3 normalDotCamera = color*dot(normal, normalize(rayDirection));
float pi = 3.1415926535897932384626433832795;
vec3 position = modelSpherePosition + sphereIntersection;
// flat red
fragColor = vec4(1.0, 0.0, 0.0, 1.0);
}
It has been some time since we first implemented this, and there might be easier ways to do it now, but this should give you an idea of the pieces you need.
Iam trying to create a procedural water puddle in webGL with "water ripples" by vertex displacement.
The problem I'm having is that I get a noise I can't explain.
Below is the first pass vertex shader where I calculate the vertex positions that i later render to a texture that i then use in the second pass.
void main() {
float damping = 0.5;
vNormal = normal;
// wave radius
float timemod = 0.55;
float ttime = mod(time , timemod);
float frequency = 2.0*PI/waveWidth;
float phase = frequency * 0.21;
vec4 v = vec4(position,1.0);
// Loop through array of start positions
for(int i = 0; i < 200; i++){
float cCenterX = ripplePos[i].x;
float cCenterY = ripplePos[i].y;
vec2 center = vec2(cCenterX, cCenterY) ;
if(center.x == 0.0 && center.y == 0.0)
center = normalize(center);
// wave width
float tolerance = 0.005;
radius = sqrt(pow( uv.x - center.x , 2.0) + pow( uv.y -center.y, 2.0));
// Creating a ripple
float w_height = (tolerance - (min(tolerance,pow(ripplePos[i].z-radius*10.0,2.0)) )) * (1.0-ripplePos[i].z/timemod) *5.82;
// -2.07 in the end to keep plane at right height. Trial and error solution
v.z += waveHeight*(1.0+w_height/tolerance) / 2.0 - 2.07;
vNormal = normal+v.z;
}
vPosition = v.xyz;
gl_Position = projectionMatrix * modelViewMatrix * v;
}
And the first pass fragment shader that writes to the texture:
void main()
{
vec3 p = normalize(vPosition);
p.x = (p.x+1.0)*0.5;
p.y = (p.y+1.0)*0.5;
gl_FragColor = vec4( normalize(p), 1.0);
}
The second vertex shader is a standard passthrough.
Second pass fragmentshader is where I try to calculate the normals to be used for light calculations.
void main() {
float w = 1.0 / 200.0;
float h = 1.0 / 200.0;
// Nearest Nieghbours
vec3 p0 = texture2D(rttTexture, vUV).xyz;
vec3 p1 = texture2D(rttTexture, vUV + vec2(-w, 0)).xyz;
vec3 p2 = texture2D(rttTexture, vUV + vec2( w, 0)).xyz;
vec3 p3 = texture2D(rttTexture, vUV + vec2( 0, h)).xyz;
vec3 p4 = texture2D(rttTexture, vUV + vec2( 0, -h)).xyz;
vec3 nVec1 = p2 - p0;
vec3 nVec2 = p3 - p0;
vec3 vNormal = cross(nVec1, nVec2);
vec3 N = normalize(vNormal);
float theZ = texture2D(rttTexture, vUV).r;
//gl_FragColor = vec4(1.,.0,1.,1.);
//gl_FragColor = texture2D(tDiffuse, vUV);
gl_FragColor = vec4(vec3(N), 1.0);
}
The result is this:
The image displays the normalmap and the noise I'm refering to is the inconsistency of the blue.
Here is a live demonstration:
http://oskarhavsvik.se/jonasgerling_water_ripple/waterRTT-clean.html
I appreciate any tips and pointers, not only fixes for this problem. But the code in genereal, I'm here to learn.
After a brief look it seems like your problem is in storing x/y positions.
gl_FragColor = vec4(vec3(p0*0.5+0.5), 1.0);
You don't need to store them anyway, because the texel position implicitly gives the x/y value. Just change your normal points to something like this...
vec3 p2 = vec3(1, 0, texture2D(rttTexture, vUV + vec2(w, 0)).z);
Rather than 1, 0 you will want to use a scale appropriate to the size of your displayed quad relative to the wave height. Anyway, the result now looks like this.
The height/z seems to be scaled by distance from the centre, so I went looking for a normalize() and removed it...
vec3 p = vPosition;
gl_FragColor = vec4(p*0.5+0.5, 1.0);
The normals now look like this...
I'm currently learning about shaders and graphics pipelines and I was wondering if a pixel shader could be used to create, for example, a triangle or a more complex shape like a zigzag.
Could this be done without the use of a vertex shader?
Answer is yes! You can draw anything you want using pixel shader by implementing a ray Tracer. Here is a sample code:
uniform vec3 lightposition;
uniform vec3 cameraposition;
uniform float motion;
struct Ray
{
vec3 org;
vec3 dir;
};
struct Sphere
{
vec3 Center;
float Radius;
vec4 Color;
float MatID;
float id;
};
struct Intersection
{
float t;
vec3 normal;
vec3 hitpos;
vec4 color;
float objectid;
float materialID;
};
bool sphereIntersect(Ray eyeray, Sphere sp, inout Intersection intersection)
{
float t1=0.0;
eyeray.dir = normalize(eyeray.dir);
float B = 2.0 *( ( eyeray.dir.x * (eyeray.org.x - sp.Center.x ) )+ ( eyeray.dir.y *(eyeray.org.y - sp.Center.y )) + ( eyeray.dir.z * (eyeray.org.z - sp.Center.z ) ));
float C = pow((eyeray.org.x - sp.Center.x),2.0) + pow((eyeray.org.y - sp.Center.y),2.0) + pow((eyeray.org.z - sp.Center.z),2.0) - pow(sp.Radius,2.0);
float D = B*B - 4.0*C ;
if(D>=0.0)
{
t1= (-B - pow(D, .5)) / 2.0;
if (t1 < 0.0)
{
t1 = (-B + pow(D, .5)) / 2.0;
if( t1 < 0.0)
return false;
else
{
if (t1 > 1e-2 && t1 < intersection.t)
{
intersection.t = t1;
intersection.materialID = sp.MatID;
intersection.hitpos = eyeray.org + t1 * eyeray.dir;
intersection.normal = normalize(intersection.hitpos - sp.Center);
intersection.color = sp.Color;
intersection.objectid = sp.id;
return true;
}
}
}
else
{
if(t1 > 1e-2 && t1 < intersection.t)
{
intersection.t = t1;
intersection.materialID = sp.MatID;
intersection.hitpos = eyeray.org + t1 * eyeray.dir;
intersection.normal = normalize(intersection.hitpos - sp.Center);
intersection.color = sp.Color;
intersection.objectid = sp.id;
return true;
}
}
}
else
return false;
}
void findIntersection(Ray ray, inout Intersection intersection)
{
intersection.t = 1e10;
intersection.materialID = 0.0;
Sphere sp1 = Sphere(vec3(-2.0,0.0,-5.0),1.5,vec4(0.5, 0.1, 0.5, 1.0),1.0,1.0);
Sphere sp2 = Sphere(vec3( 2.0,0.0,-5.0),1.5,vec4(0.5,0.5,0.1,1.0),1.0,2.0);
Sphere sp3 = Sphere(vec3( 0.0,3.0,-5.0),1.5,vec4(0.1,0.5,0.5,1.0),1.0,3.0);
sphereIntersect(ray, sp1, intersection);
sphereIntersect(ray, sp2, intersection);
sphereIntersect(ray, sp3, intersection);
}
vec4 CalculateColor(vec4 ambient ,float shiness,vec3 intersection, vec3 normal);
Ray ReflectedRay(vec3 Normal,Ray EyeRay,vec3 intersection);
vec4 GetColor(Ray ray)
{
Ray currentRay = ray;
vec4 finalColor = vec4(0.0);
for(int bounce = 1 ; bounce < 4 ; bounce++)
{
Intersection intersection;
intersection.objectid = 0.0;
findIntersection(currentRay, intersection);
if (intersection.materialID == 0.0) // We could not find any object. We return the background color
return finalColor;
else if (intersection.materialID == 1.0)
{
vec3 lv = lightposition - intersection.hitpos;
vec3 nlv = normalize(lv);
Intersection shadowIntersection;
Ray shadowRay = Ray(intersection.hitpos, nlv);
shadowIntersection.objectid = intersection.objectid;
findIntersection(shadowRay, shadowIntersection);
if (shadowIntersection.t > length(lv) || shadowIntersection.t < 1)
{
finalColor = finalColor + float(1.0f/bounce) * CalculateColor(intersection.color, 100.0, intersection.hitpos, intersection.normal);;
}
else
{
finalColor = finalColor + float(1.0f/bounce) * intersection.color;
}
//currentRay = Ray(intersection.hitpos, reflect(ray.dir, intersection.normal));
currentRay = ReflectedRay(intersection.normal,ray,intersection.hitpos);
}
}
return finalColor;
}
Ray createRay(float ScreenWidth,float ScreenHeight)
{
Ray toret;
toret.org = cameraposition;
float left = -3.0;
float bottom = -3.0;
float screenZ = -3.0;
float su = -3.0 + gl_FragCoord.x/ScreenWidth * 6; //gl_FragCoord gives you the current x and y component of your current pixel
float sv = -3.0 + gl_FragCoord.y/ScreenHeight * 6;
float sz = screenZ - cameraposition.z;
toret.dir = normalize(vec3(su,sv,sz));
//vec2 p = (gl_FragCoord.xy/resolution) * 2 ;
//toret.dir = normalize(vec3(p, -1.0));
return toret;
}
Ray ReflectedRay(vec3 Normal,Ray EyeRay,vec3 intersection)
{
Ray reflection;
reflection.dir = EyeRay.dir - 2 * Normal * dot(EyeRay.dir,Normal);
reflection.org = intersection + reflection.dir * 0.01;
return reflection;
}
vec4 CalculateColor(vec4 ambient ,float shiness,vec3 intersection, vec3 normal)
{
//intensities
vec3 Idifuse = vec3(1, 1, 1);
vec3 Iambient = vec3(0.8, 0.8, 0.8);
vec3 Ispecular = vec3(1,1,1);
vec3 kDifuse = vec3(0.5,0.5,0.5); //for difuse
vec3 kSpecular = vec3(0.75, 0.6, 0.3); //for specular
vec3 kAmbient = vec3(0.1, 0.2, 0.3); //for ambient
//vec4 kSpecular = vec4(0.5,0.5,0.5,1.0);
//vec4 kDifuse = vec4(0.5,0.5,0.5,1.0);
float ColorDifuse = max(dot(normal,lightposition),0.0) * kDifuse;
//vector calculations
vec3 l = normalize(lightposition - intersection); //light vector
vec3 n = normalize(normal); // normalVector of point in the sea
vec3 v = normalize(cameraposition - intersection); // view Vector
vec3 h = normalize(v + l); // half Vector
vec3 difuse = kDifuse * Idifuse * max(0.0, dot(n, l));
vec3 specular = kSpecular * Ispecular * pow(max(0.0, dot(n, h)), shiness);
vec3 color = ambient.xyz + difuse + specular;
return vec4(color,1.0);
gl_FragColor = vec4(color,1.0);
}
void main()
{
if(lightposition == vec3(0.0,0.0,0.0))
gl_FragColor = vec4(0.0,1.0,0.0,1.0);
Ray eyeray = createRay(600.0,600.0);
gl_FragColor = GetColor(eyeray);
}
A useful technique is to use a fragment shader (I'm an OpenGL guy) with point sprites. Point sprites in OpenGL 3+ get rendered as squares of pixels, with the size of the square (gl_PointSize) set by the vertex shader.
In the fragment shader, gl_PointCoord has the x and y coords of this particular pixel within the square, from 0.0 to 1.0. So you can draw a circle by testing if gl_PointCoord.x and gl_PointCoord.y are both within the radius and discarding if not, a framed square by checking that .x and .y are with some distance of the edge, and so on. It's classic maths, define a function(x, y) which returns true for points within the shape you want, false if not.
The Orange book, OpenGL Shading Language 3rd edition, has some examples (which in turn come from RenderMan) of how to draw such shapes.
Hope this helps.
What you want is called procedural textures or procedural shading.
You can draw different shapes with a simple (and not so simple) math.
Take a look for some examples here:
http://glslsandbox.com/
More on google.
I am trying to shade a sphere.I have no idea where to start from. I calculated the vertices, and connected them by using GL_TRIANGLE_FAN, and I also drew the normals to each vertex. The problem is that I have no idea how to even start doing some shading/lighting. I am using OpeGL 3+. Here is some of my code:
Sphere's Vertices Calculations (I found online and implemented):
void CreateUnitSphere(int dtheta,int dphi) //dtheta, dphi angle
{
GLdouble x,y,z;
GLdouble magnitude=0;
int no_vertice=-1;
int n;
int k;
int theta,phi;
const double PI = 3.1415926535897;
GLdouble DTOR = (PI/180);//degrees to radians
//setting the color to white
for (k=0; k<10296*3; k+=1)
{
sphere_vertices[k].color[0] = 1.0f;
sphere_vertices[k].color[1] = 1.0f;
sphere_vertices[k].color[2] = 1.0f;
}
for (theta=-90;theta<=90-dtheta;theta+=dtheta) {
for (phi=0;phi<=360-dphi;phi+=dphi) {
x = cos(theta*DTOR) * cos(phi*DTOR);
y = cos(theta*DTOR) * sin(phi*DTOR);
z = sin(theta*DTOR);
//calculating Vertex 1
no_vertice+=1;
sphere_vertices[no_vertice].position[0] = x;
sphere_vertices[no_vertice].position[1] = y;
sphere_vertices[no_vertice].position[2] = z;
x = cos((theta+dtheta)*DTOR) * cos(phi*DTOR);
y = cos((theta+dtheta)*DTOR) * sin(phi*DTOR);
z = sin((theta+dtheta)*DTOR);
//calculating Vertex 2
no_vertice+=1;
sphere_vertices[no_vertice].position[0] = x;
sphere_vertices[no_vertice].position[1] = y;
sphere_vertices[no_vertice].position[2] = z;
x = cos((theta+dtheta)*DTOR) * cos((phi+dphi)*DTOR);
y = cos((theta+dtheta)*DTOR) * sin((phi+dphi)*DTOR);
z = sin((theta+dtheta)*DTOR);
//calculating Vertex 3
no_vertice+=1;
sphere_vertices[no_vertice].position[0] = x;
sphere_vertices[no_vertice].position[1] = y;
sphere_vertices[no_vertice].position[2] = z;
if (theta > -90 && theta < 90) {
x = cos(theta*DTOR) * cos((phi+dphi)*DTOR);
y = cos(theta*DTOR) * sin((phi+dphi)*DTOR);
z = sin(theta*DTOR);
//calculating Vertex 4
no_vertice+=1;
sphere_vertices[no_vertice].position[0] = x;
sphere_vertices[no_vertice].position[1] = y;
sphere_vertices[no_vertice].position[2] = z;
}
}
}
no_vertice = -1;
int no_index=10296;
//calculate normals and add them to the array of vertices
for (no_vertice=0; no_vertice<=10296; no_vertice+=1) {
no_index+=1;
//getting the sphere's vertices
x=sphere_vertices[no_vertice].position[0];
y=sphere_vertices[no_vertice].position[1];
z=sphere_vertices[no_vertice].position[2];
//normalising vector "norm(Vertex - Center)"
magnitude = sqrt((x*x) + (y*y) + (z*z));
//adding the new vector (the one divided by the magnitude
sphere_vertices[no_index].position[0] = (x/magnitude)/0.8;
sphere_vertices[no_index].position[1] = (y/magnitude)/0.8;
sphere_vertices[no_index].position[2] = (z/magnitude)/0.8;
///adding the vertex's normal (line drawing issue)
no_index+=1;
sphere_vertices[no_index].position[0] = sphere_vertices[no_vertice].position[0];
sphere_vertices[no_index].position[1] = sphere_vertices[no_vertice].position[1];
sphere_vertices[no_index].position[2] = sphere_vertices[no_vertice].position[2];
}
}
Here is my Sphere without the "GL_TRIANGLE_FAN", JUST "GL_LINE_STRIP"
and this is how I use "glDrawArrays" :
glDrawArrays(GL_LINE_STRIP, 0, 10296);
glDrawArrays(GL_LINES, 10297, 30888);
From 0-10296 are the Sphere's Vertices.
From 10297-30888 are the Sphere's Normal Vertices.
Here is my Vertex file:
precision highp float;
in vec3 in_Position; //declare position
in vec3 in_Color;
// mvpmatrix is the result of multiplying the model, view, and projection matrices */
uniform mat4 mvpmatrix;
out vec3 ex_Color;
void main(void) {
// Multiply the mvp matrix by the vertex to obtain our final vertex position (mvp was created in *.cpp)
gl_Position = mvpmatrix * vec4(in_Position, 1.0);
ex_Color = in_Color;
}
and my Fragment file
#version 330
precision highp float;
in vec3 ex_Color;
out vec4 gl_FragColor;
void main(void) {
gl_FragColor = vec4(ex_Color,1.0);
}
Now I know that I need to pass the normals to the vertice and fragment shader, but how do I do that and how/where do I implement the light calculations, linear interpolation??
Thanks
Basically you need to calculate the lighting in vertex shader and pass the vertex color to the fragment shader if you want a per-vertex lighting or pass the normal and light direction as the varying variables and calculate everything there for the per-pixel lighting.
The main trick here is that when you pass the normal to the fragment shader it is being interpolated between vertices for each fragment and as the result the shading is very smooth but also slower.
Here is a very nice article to start with.