37float Interp::HYPERGEOM[] = {
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1692 -0.00001377309672534465f, -0.00001366203650832176f, -0.00001354981213808059f,
1693 -0.000013439217582345f, -0.00001332862302660942f, -0.00001321826130151748f,
1694 -0.00001310789957642555f, -0.00001299730502068996f, -0.00001288880594074726f,
1695 -0.00001277797855436801f, -0.00001266878098249435f, -0.00001255958341062068f,
1696 -0.00001245131716132164f, -0.00001234258525073528f, -0.00001223455183207988f,
1697 -0.00001212628558278083f, -0.00001202011480927467f, -0.00001191021874547004f,
1698 -0.00001180451363325119f, -0.00001169927418231964f, -0.00001159124076366424f,
1699 -0.00001148413866758346f, -0.0000113779678940773f, -0.0000112729612737894f,
1700 -0.00001116679050028324f, -0.00001106131821870803f, -0.00001095561310648918f,
1701 -0.0000108520034700632f, -0.00001074769534170627f, -0.00001064268872141838f,
1702 -0.0000105390790849924f, -0.00001043593510985374f, -0.00001033232547342777f,
1703 -0.00001022941432893276f, -0.00001012603752315044f, -0.0000100242905318737f,
1704 -9.922543540596961E-6f, -9.819632396101951E-6f, -9.71788540482521E-6f
1709float *Interp::gimx = 0;
1711void Interp::init_gimx()
1713 const int size = 100;
1714 gimx =
new float[size * size * size];
1715 const float g = (float) (10.4 / (M_PI * M_PI));
1717 for (
int k = 0; k < size; k++) {
1718 for (
int j = 0; j < size; j++) {
1719 for (
int i = 0; i < size; i++) {
1720 float r =
Util::hypot3(i / 39.0f, j / 39.0f, k / 39.0f);
1721 gimx[i + j * size + k * size * size] = exp(-r / g);
static float hypot3(int x, int y, int z)
Euclidean distance function in 3D: f(x,y,z) = sqrt(x*x + y*y + z*z);.