Golf ball with improved dimple pattern
View Patent ↗A golf ball comprising a substantially spherical outer surface and a plurality of dimples formed thereon is provided. To pack the dimples on the outer surface, the outer surface is first divided into Euclidean geometry based shapes. These Euclidean portions are then mapped with an L-system generated pattern. The dimples are then arranged within the Euclidean portions according to the L-system generated pattern.
1. A golf ball comprising:
an outer spherical surface;
a plurality of surface textures disposed on the outer spherical surface in a pattern, wherein the pattern comprises an L-system generated pattern on at least one portion of the outer spherical surface, wherein the portion of the outer spherical surface is defined by Euclidean geometry, and wherein the L-system generated pattern comprises at least a segment of a fractal selected from the group consisting of a Sierpinski Arrowhead, a Sierpinski Carpet, a Sierpinski Curve, a Sierpinski Sieve, a box fractal, a Cantor Dust fractal, and a Cantor Square fractal.
2. The golf ball of claim 1 , further comprising a sub-pattern.
3. The golf ball of claim 2 , wherein the sub-pattern is a segment of the L-system generated pattern.
4. The golf ball of claim 2 , wherein the sub-pattern is a second L-system generated pattern.
5. The golf ball of claim 1 , wherein the surface textures comprises dimples.
6. A dimple pattern for a golf ball comprising:
a plurality of Euclidean geometry-defined portions; and
at least a portion of an L-system generated pattern mapped on at least one of the Euclidean geometry-defined portions,
wherein the Euclidean geometry-defined portions are polyhedra.
7. The dimple pattern of claim 6 , wherein the polyhedra are selected from the group consisting of an icosahedron, an octahedron and a dodecahedron.
8. The dimple pattern of claim 6 , wherein the L-system generated pattern comprises at least a portion of a fractal.
9. The dimple pattern of claim 8 , wherein the fractal is selected from the group consisting of a Sierpinski Arrowhead, a Sierpinski Carpet, a Sierpinski Curve, a Sierpinski Sieve, a box fractal, a Cantor Dust fractal, and a Cantor Square fractal.