#ifndef GRID_H_ #define GRID_H_ #include #include #include #include const double GRID_COARSE = 0.001; const double GRID_FINE = 0.000001; template class Grid2d { public: double res; QHash, T> db; Grid2d(double resolution) { res = resolution; } /*! Aligns x,y to the grid or to existing point if one close enough exists. Returns the value stored if a point already existing or an uninitialized new value if not. */ T &align(double &x, double &y) { int64_t ix = (int64_t)round(x / res); int64_t iy = (int64_t)round(y / res); if (!db.contains(QPair(ix, iy))) { int dist = 10; for (int64_t jx = ix - 1; jx <= ix + 1; jx++) { for (int64_t jy = iy - 1; jy <= iy + 1; jy++) { if (!db.contains(QPair(jx, jy))) continue; if (abs(ix-jx) + abs(iy-jy) < dist) { dist = abs(ix-jx) + abs(iy-jy); ix = jx; iy = jy; } } } } x = ix * res, y = iy * res; return db[QPair(ix, iy)]; } bool has(double x, double y) const { int64_t ix = (int64_t)round(x / res); int64_t iy = (int64_t)round(y / res); if (db.contains(QPair(ix, iy))) return true; for (int64_t jx = ix - 1; jx <= ix + 1; jx++) for (int64_t jy = iy - 1; jy <= iy + 1; jy++) { if (db.contains(QPair(jx, jy))) return true; } return false; } bool eq(double x1, double y1, double x2, double y2) { align(x1, y1); align(x2, y2); if (fabs(x1 - x2) < res && fabs(y1 - y2) < res) return true; return false; } T &data(double x, double y) { return align(x, y); } T &operator()(double x, double y) { return align(x, y); } }; template class Grid3d { public: double res; QHash,int64_t>, T> db; Grid3d(double resolution) { res = resolution; } T &align(double &x, double &y, double &z) { int64_t ix = (int64_t)round(x / res); int64_t iy = (int64_t)round(y / res); int64_t iz = (int64_t)round(z / res); if (!db.contains(QPair,int64_t>(QPair(ix, iy), iz))) { int dist = 10; for (int64_t jx = ix - 1; jx <= ix + 1; jx++) { for (int64_t jy = iy - 1; jy <= iy + 1; jy++) { for (int64_t jz = iz - 1; jz <= iz + 1; jz++) { if (!db.contains(QPair,int64_t>(QPair(jx, jy), jz))) continue; if (abs(ix-jx) + abs(iy-jy) + abs(iz-jz) < dist) { dist = abs(ix-jx) + abs(iy-jy) + abs(iz-jz); ix = jx; iy = jy; iz = jz; } } } } } x = ix * res, y = iy * res, z = iz * res; return db[QPair,int64_t>(QPair(ix, iy), iz)]; } bool has(double x, double y, double z) { int64_t ix = (int64_t)round(x / res); int64_t iy = (int64_t)round(y / res); int64_t iz = (int64_t)round(z / res); if (db.contains(QPair,int64_t>(QPair(ix, iy), iz))) return true; for (int64_t jx = ix - 1; jx <= ix + 1; jx++) for (int64_t jy = iy - 1; jy <= iy + 1; jy++) for (int64_t jz = iz - 1; jz <= iz + 1; jz++) { if (db.contains(QPair,int64_t>(QPair(jx, jy), jz))) return true; } return false; } bool eq(double x1, double y1, double z1, double x2, double y2, double z2) { align(x1, y1, z1); align(x2, y2, z2); if (fabs(x1 - x2) < res && fabs(y1 - y2) < res && fabs(z1 - z2) < res) return true; return false; } T &data(double x, double y, double z) { return align(x, y, z); } T &operator()(double x, double y, double z) { return align(x, y, z); } }; #endif