Ball Apparatus Having Adaptive Rotational Inertia
a technology of rotational inertia and ball apparatus, which is applied in the field of new ball apparatus, can solve the problems of insufficient practical significance in many applications, insufficient internal structure, and inability to achieve the effect of reducing spin rate, increasing moment of inertia, and reducing spin ra
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[0037] To ensure the golf ball spins and rolls smoothly, and as well pass the USGA symmetry test in the disclosed golf ball embodiment of the present invention, it is important that the weight members (configured preferably as beads) are distributed as uniformly as possible. With reference to well-known mathematical concepts, if the (discrete set of) beads were to be uniformly distributed on the surface of a sphere, these beads can be viewed as vertices of a polyhedron. To achieve a uniform distribution, “regular polyhedrons” (i.e. the faces are also regular polygons, such as equilateral triangles, squares or regular pentagons) are first considered. As a mathematical fact, there are only five of them, which are sometimes called the “Platonic solids”. They are: the regular tetrahedron (4 vertices, 4 triangular faces), octahedron (6 vertices, 8 triangular faces), hexahedron (a.k.a. cube, 8 vertices, 6 square faces), icosahedron (12 vertices, 20 triangular faces), and dodecahedron (20 ...
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