THE BIVORTEX PARTICLE
Copyright 2004 George William Kelly

The bivortex particle is a configuration of moving subparticles. The subparticles flow in a recycling pattern that creates the shape of the bivortex particle. This overall spheroidal shape comprises the following features: two vortexes, a tube which connects their apexes, an equatorial bulge at the midway point of the tube, an equatorial disk beyond the bulge, and a subparticle spherical halo having the same diameter as the disk. These features manifest the collective topology of the flowing subparticles. This topology combines the "constant positive curvature" of a sphere with the "constant negative curvature" of a hyperboloid. It is comparable to an hourglass within a sphere. It could evolve into, or evolve from, a doughnut-like torus without losing the essential definition of the bivortex particle.

The midway or center point of the bivortex tube serves as a head-on "collider" for the subparticles that spiral toward it from both vortexes at increasing speed and intensifying focus. The explosions and ricocheting of colliding subparticles at the tube's center point result in the equatorial bulge and spheroidal shape of the bivortex particle, as well as the equatorial disk and halo. For the most part, the subparticles that radiate from the bivortex collider do not escape the bivortex particle and its surrounding halo of subparticles. Instead, nearly all of the cast-out subparticles recirculate. The spinning tube re-attracts radiating subparticles back to the walls of the tube along arching pathways northward and southward from the equator. Other radiating subparticles travel farther outward along the equatorial plane before also moving, in larger and larger arches, northward or southward, toward the polar vortexes. Many subparticles spiral back to the polar vortexes to begin a new cycle as spiraling constituents of the walls of the tube. Subparticles in the bivortex halo assume orbits around the bivortex spheroid, either in the plane of the equator or at various inclinations toward the poles. They will assume "prograde" or "retrograde" orbits depending upon which pole initially attracted them. Eventually they too will plunge again into the polar vortexes. Collectively, all of these subparticle movements compose the bivortex field. A smaller proportion of ejected subparticles achieve escape velocity, avoid recycling altogether, and carry information about the bivortex particle to distant parts of the universe.
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