
The All New FractalForums is now in Public Beta Testing! Visit FractalForums.org and check it out!
|
|
|
||||||
Kleinian Group 112.10302 | ||||||
Previous Image | Next Image | ||||||
Description: // Escape time algorithm for Kleinian group limit sets from JosLeys and Knighty. // http://www.fractalforums.com/index.php?topic=24728.0 // Small modification in line of separation compared to Kleinian_test15-bis.frag: // Change scale from 0.2 to 0.1 and remove x-translation. public override void Init() { base.Init(); if(GetString("intern.Formula.TempUpdateVal")!="51532b7a12e09959693210c0e512ffbf") { SetParameterBulk("Formula.Parameters: bailout=9 box_size_x=0.5 box_size_y=0 box_size_z=0.5 KleinI=-0.033 KleinR=1.94 losScale=0.1 minBailout=0.25 useLineOfSeparation=1 Formula.Static: Cycles=44 Julia=1 jx=0 jy=0 jz=0 Scene: CenterX=4.65261700975822 CenterY=1.21069676611542 CenterZ=0.95446213517343 Radius=0.00783400456513604 Transformation.Camera: AngleX=65.0528340203052 AngleY=-4.02927136476102 AngleZ=-163.761451217425 IsometricProjection=0 Position=1 intern.Formula: TempUpdateVal=51532b7a12e09959693210c0e512ffbf"); } } public double KleinR; public double KleinI; public double box_size_x; public double box_size_y; public double box_size_z; public double bailout; public double minBailout; public bool useLineOfSeparation; public double losScale; public override bool GetBool(double x,double y,double z) { double f=KleinI<0 ?-1:1 ; for (int i=0;i < _cycles; i++) { double vxx=x+box_size_x; double vxz=z+box_size_z; double vax=2.0 * box_size_x ; double vaz=2.0 * box_size_z; x=vxx-vax*Math.Floor(vxx/vax)-box_size_x; y-=KleinR*Math.Floor(y/KleinR); z=vxz-vaz*Math.Floor(vxz/vaz)-box_size_z ; if(useLineOfSeparation) { if (y >=KleinR * (0.5+losScale* Math.Sin(f * Math.PI * x / box_size_x))) { x=-KleinI-x; y=KleinR-y; z=-z; } } double xx=x*x; double yy=y*y; double zz=z*z; double r=xx+yy+zz; if(r>0) { x /=-r; y /=-r; z /=-r; if(r>0.00000000001 && i>2) { Red+=xx/r; Green+=yy/r; Blue+=zz/r; } if(r<minBailout)return false; if(r>bailout)return false; } x=-KleinI-x; y=KleinR+y; } return true; } Stats: Total Favorities: 0 View Who Favorited Filesize: 253.31kB Height: 1200 Width: 1200 Discussion Topic: View Topic Keywords: Kleinian Gestaltlupe Posted by: trafassel ![]() Rating: ![]() ![]() ![]() ![]() ![]() Image Linking Codes
|
||||||
0 Members and 1 Guest are viewing this picture. | ||||||
Related Images | ||||||
|
|
Comments (0) ![]() |
Powered by SMF Gallery Pro