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-rw-r--r--Release/cl/mandelbrot32.cl199
1 files changed, 199 insertions, 0 deletions
diff --git a/Release/cl/mandelbrot32.cl b/Release/cl/mandelbrot32.cl
new file mode 100644
index 0000000..af0d0e9
--- /dev/null
+++ b/Release/cl/mandelbrot32.cl
@@ -0,0 +1,199 @@
+__kernel void calculate(__global uchar4 * mandelbrotImage, const float posx, const float posy, const float stepSizeX, const float stepSizeY, const uint maxIterations, const uint width)
+{
+ int tid = get_global_id(0);
+
+ int i = tid % (width / 4);
+ int j = tid / (width / 4);
+
+ int4 veci = {4 * i, 4 * i + 1, 4 * i + 2, 4 * i + 3};
+ int4 vecj = {j, j, j, j};
+
+ float4 x0;
+ x0.s0 = (float)(posx + stepSizeX * (float)veci.s0);
+ x0.s1 = (float)(posx + stepSizeX * (float)veci.s1);
+ x0.s2 = (float)(posx + stepSizeX * (float)veci.s2);
+ x0.s3 = (float)(posx + stepSizeX * (float)veci.s3);
+ float4 y0;
+ y0.s0 = (float)(posy + stepSizeY * (float)vecj.s0);
+ y0.s1 = (float)(posy + stepSizeY * (float)vecj.s1);
+ y0.s2 = (float)(posy + stepSizeY * (float)vecj.s2);
+ y0.s3 = (float)(posy + stepSizeY * (float)vecj.s3);
+
+ float4 x = x0;
+ float4 y = y0;
+
+ uint iter=0;
+ float4 tmp;
+ int4 stay;
+ int4 ccount = 0;
+
+ stay.s0 = (x.s0 * x.s0 + y.s0 * y.s0) <= 4.0f;
+ stay.s1 = (x.s1 * x.s1 + y.s1 * y.s1) <= 4.0f;
+ stay.s2 = (x.s2 * x.s2 + y.s2 * y.s2) <= 4.0f;
+ stay.s3 = (x.s3 * x.s3 + y.s3 * y.s3) <= 4.0f;
+ float4 savx = x;
+ float4 savy = y;
+ for(iter=0; (stay.s0 | stay.s1 | stay.s2 | stay.s3) && (iter < maxIterations); iter+= 16)
+ {
+ x = savx;
+ y = savy;
+
+ // Two iterations
+ tmp = MUL_ADD(-y, y, MUL_ADD(x, x, x0));
+ y = MUL_ADD(2.0f * x, y, y0);
+ x = MUL_ADD(-y, y, MUL_ADD(tmp, tmp, x0));
+ y = MUL_ADD(2.0f * tmp, y, y0);
+
+ // Two iterations
+ tmp = MUL_ADD(-y, y, MUL_ADD(x, x, x0));
+ y = MUL_ADD(2.0f * x, y, y0);
+ x = MUL_ADD(-y, y, MUL_ADD(tmp, tmp, x0));
+ y = MUL_ADD(2.0f * tmp, y, y0);
+
+ // Two iterations
+ tmp = MUL_ADD(-y, y, MUL_ADD(x, x, x0));
+ y = MUL_ADD(2.0f * x, y, y0);
+ x = MUL_ADD(-y, y, MUL_ADD(tmp, tmp, x0));
+ y = MUL_ADD(2.0f * tmp, y, y0);
+
+ // Two iterations
+ tmp = MUL_ADD(-y, y, MUL_ADD(x, x, x0));
+ y = MUL_ADD(2.0f * x, y, y0);
+ x = MUL_ADD(-y, y, MUL_ADD(tmp, tmp, x0));
+ y = MUL_ADD(2.0f * tmp, y, y0);
+
+ // Two iterations
+ tmp = MUL_ADD(-y, y, MUL_ADD(x, x, x0));
+ y = MUL_ADD(2.0f * x, y, y0);
+ x = MUL_ADD(-y, y, MUL_ADD(tmp, tmp, x0));
+ y = MUL_ADD(2.0f * tmp, y, y0);
+
+ // Two iterations
+ tmp = MUL_ADD(-y, y, MUL_ADD(x, x, x0));
+ y = MUL_ADD(2.0f * x, y, y0);
+ x = MUL_ADD(-y, y, MUL_ADD(tmp, tmp, x0));
+ y = MUL_ADD(2.0f * tmp, y, y0);
+
+ // Two iterations
+ tmp = MUL_ADD(-y, y, MUL_ADD(x, x, x0));
+ y = MUL_ADD(2.0f * x, y, y0);
+ x = MUL_ADD(-y, y, MUL_ADD(tmp, tmp, x0));
+ y = MUL_ADD(2.0f * tmp, y, y0);
+
+ // Two iterations
+ tmp = MUL_ADD(-y, y, MUL_ADD(x, x, x0));
+ y = MUL_ADD(2.0f * x, y, y0);
+ x = MUL_ADD(-y, y, MUL_ADD(tmp, tmp, x0));
+ y = MUL_ADD(2.0f * tmp, y, y0);
+
+ stay.s0 = (x.s0 * x.s0 + y.s0 * y.s0) <= 4.0f;
+ stay.s1 = (x.s1 * x.s1 + y.s1 * y.s1) <= 4.0f;
+ stay.s2 = (x.s2 * x.s2 + y.s2 * y.s2) <= 4.0f;
+ stay.s3 = (x.s3 * x.s3 + y.s3 * y.s3) <= 4.0f;
+
+ savx.s0 = (stay.s0 ? x.s0 : savx.s0);
+ savx.s1 = (stay.s1 ? x.s1 : savx.s1);
+ savx.s2 = (stay.s2 ? x.s2 : savx.s2);
+ savx.s3 = (stay.s3 ? x.s3 : savx.s3);
+ savy.s0 = (stay.s0 ? y.s0 : savy.s0);
+ savy.s1 = (stay.s1 ? y.s1 : savy.s1);
+ savy.s2 = (stay.s2 ? y.s2 : savy.s2);
+ savy.s3 = (stay.s3 ? y.s3 : savy.s3);
+ ccount += stay*16;
+ }
+ // Handle remainder
+ if (!(stay.s0 & stay.s1 & stay.s2 & stay.s3))
+ {
+ iter = 16;
+ do
+ {
+ x = savx;
+ y = savy;
+ stay.s0 = ((x.s0 * x.s0 + y.s0 * y.s0) <= 4.0f) &&
+ (ccount.s0 < maxIterations);
+ stay.s1 = ((x.s1 * x.s1 + y.s1 * y.s1) <= 4.0f) &&
+ (ccount.s1 < maxIterations);
+ stay.s2 = ((x.s2 * x.s2 + y.s2 * y.s2) <= 4.0f) &&
+ (ccount.s2 < maxIterations);
+ stay.s3 = ((x.s3 * x.s3 + y.s3 * y.s3) <= 4.0f) &&
+ (ccount.s3 < maxIterations);
+ tmp = x;
+ x = MUL_ADD(-y, y, MUL_ADD(x, x, x0));
+ y = MUL_ADD(2.0f * tmp, y, y0);
+ ccount += stay;
+ iter--;
+ savx.s0 = (stay.s0 ? x.s0 : savx.s0);
+ savx.s1 = (stay.s1 ? x.s1 : savx.s1);
+ savx.s2 = (stay.s2 ? x.s2 : savx.s2);
+ savx.s3 = (stay.s3 ? x.s3 : savx.s3);
+ savy.s0 = (stay.s0 ? y.s0 : savy.s0);
+ savy.s1 = (stay.s1 ? y.s1 : savy.s1);
+ savy.s2 = (stay.s2 ? y.s2 : savy.s2);
+ savy.s3 = (stay.s3 ? y.s3 : savy.s3);
+ } while ((stay.s0 | stay.s1 | stay.s2 | stay.s3) && iter);
+ }
+ x = savx;
+ y = savy;
+ float4 fc = convert_float4(ccount);
+ fc.s0 = (float)ccount.s0 + 1 -
+ native_log2(native_log2(x.s0 * x.s0 + y.s0 * y.s0));
+ fc.s1 = (float)ccount.s1 + 1 -
+ native_log2(native_log2(x.s1 * x.s1 + y.s1 * y.s1));
+ fc.s2 = (float)ccount.s2 + 1 -
+ native_log2(native_log2(x.s2 * x.s2 + y.s2 * y.s2));
+ fc.s3 = (float)ccount.s3 + 1 -
+ native_log2(native_log2(x.s3 * x.s3 + y.s3 * y.s3));
+
+ float c = fc.s0 * 2.0f * 3.1416f / 256.0f;
+ uchar4 color[4];
+ color[0].s0 = ((1.0f + native_cos(c)) * 0.5f) * 255;
+ color[0].s1 = ((1.0f + native_cos(2.0f * c + 2.0f * 3.1416f / 3.0f)) * 0.5f) * 255;
+ color[0].s2 = ((1.0f + native_cos(c - 2.0f * 3.1416f / 3.0f)) * 0.5f) * 255;
+ color[0].s3 = 0xff;
+ if (ccount.s0 == maxIterations)
+ {
+ color[0].s0 = 0;
+ color[0].s1 = 0;
+ color[0].s2 = 0;
+ }
+ mandelbrotImage[4 * tid] = color[0];
+ c = fc.s1 * 2.0f * 3.1416f / 256.0f;
+ color[1].s0 = ((1.0f + native_cos(c)) * 0.5f) * 255;
+ color[1].s1 = ((1.0f + native_cos(2.0f * c + 2.0f * 3.1416f / 3.0f)) * 0.5f) * 255;
+ color[1].s2 = ((1.0f + native_cos(c - 2.0f * 3.1416f / 3.0f)) * 0.5f) * 255;
+ color[1].s3 = 0xff;
+ if (ccount.s1 == maxIterations)
+ {
+ color[1].s0 = 0;
+ color[1].s1 = 0;
+ color[1].s2 = 0;
+ }
+ mandelbrotImage[4 * tid + 1] = color[1];
+ c = fc.s2 * 2.0f * 3.1416f / 256.0f;
+ color[2].s0 = ((1.0f + native_cos(c)) * 0.5f) * 255;
+ color[2].s1 = ((1.0f + native_cos(2.0f * c + 2.0f * 3.1416f / 3.0f)) * 0.5f) * 255;
+ color[2].s2 = ((1.0f + native_cos(c - 2.0f * 3.1416f / 3.0f)) * 0.5f) * 255;
+ color[2].s3 = 0xff;
+ if (ccount.s2 == maxIterations)
+ {
+ color[2].s0 = 0;
+ color[2].s1 = 0;
+ color[2].s2 = 0;
+ }
+ mandelbrotImage[4 * tid + 2] = color[2];
+ c = fc.s3 * 2.0f * 3.1416f / 256.0f;
+ color[3].s0 = ((1.0f + native_cos(c)) * 0.5f) * 255;
+ color[3].s1 = ((1.0f + native_cos(2.0f * c + 2.0f * 3.1416f / 3.0f)) * 0.5f) * 255;
+ color[3].s2 = ((1.0f + native_cos(c - 2.0f * 3.1416f / 3.0f)) * 0.5f) * 255;
+ color[3].s3 = 0xff;
+ if (ccount.s3 == maxIterations)
+ {
+ color[3].s0 = 0;
+ color[3].s1 = 0;
+ color[3].s2 = 0;
+ }
+ mandelbrotImage[4 * tid + 3] = color[3];
+}
+
+#define native_log2 log2
+#define native_cos cos \ No newline at end of file