Correctly calculate normals with dynamic tessellation
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@ -24,6 +24,7 @@ in VS_OUT {
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out TC_OUT {
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vec3 position;
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vec2 texCoord;
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float tessLevel;
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} tc_out[];
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float getHeight(vec2 uv) {
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@ -39,8 +40,8 @@ float calculateSlope() {
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float hUp = getHeight(tc_in[gl_InvocationID].texCoord + vec2(0.0f, step));
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float hDown = getHeight(tc_in[gl_InvocationID].texCoord + vec2(0.0f, -step));
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float slopeX = abs(hLeft - hRight);
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float slopeY = abs(hUp - hDown);
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float slopeX = abs(hLeft - hRight) * displacementScale;
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float slopeY = abs(hUp - hDown) * displacementScale;
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float maxSlope = max(slopeX, slopeY);
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@ -54,6 +55,8 @@ void main() {
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float slope = calculateSlope();
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float tessLevel = tessellationFactor * (1.0f + slope * 10.0f);
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tessLevel = max(tessLevel, maxTessellation);
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tc_out[gl_InvocationID].tessLevel = tessLevel;
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// Set tessellation levels
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if (gl_InvocationID == 0) {
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@ -18,6 +18,7 @@ layout(std140, binding = 4) uniform GeoUniforms
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in TC_OUT {
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vec3 position;
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vec2 texCoord;
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float tessLevel;
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} te_in[];
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out TE_OUT {
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@ -30,19 +31,25 @@ float getHeight(vec2 uv) {
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return texture(heightTexture, uv).r * displacementScale;
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}
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float getNeighbor(float tessFactor) {
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return (float(gridDensity) * tessFactor + 1.0f);
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}
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vec3 calculateSmoothNormal(vec3 pos, vec2 coord) {
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// Currently hardcoded to match patch density
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float step = 1.0f / (float(gridDensity) * maxTessellation + 1.0f);
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//float step = 1.0f / (float(gridDensity) * tessLevel + 1.0f);
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float stepU = 1.0f / (float(gridDensity) * gl_TessLevelInner[0]);
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float stepV = 1.0f / (float(gridDensity) * gl_TessLevelInner[1]);
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// Find surrounding heights
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float hLeft = getHeight(coord + vec2(-step, 0.0f));
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float hRight = getHeight(coord + vec2(step, 0.0f));
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float hUp = getHeight(coord + vec2(0.0f, step));
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float hDown = getHeight(coord + vec2(0.0f, -step));
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float hLeft = getHeight(coord + vec2(-stepU, 0.0f));
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float hRight = getHeight(coord + vec2(stepU, 0.0f));
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float hUp = getHeight(coord + vec2(0.0f, stepV));
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float hDown = getHeight(coord + vec2(0.0f, -stepV));
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// Calculate tangents
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vec3 tangentX = normalize(vec3(step, hRight - hLeft, 0.0));
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vec3 tangentY = normalize(vec3(0.0, hUp - hDown, step));
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vec3 tangentX = normalize(vec3(stepU, hRight - hLeft, 0.0));
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vec3 tangentY = normalize(vec3(0.0, hUp - hDown, stepV));
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return normalize(cross(tangentY, tangentX));
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}
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