One of the main efforts of this research, is to highlight the true nature of gravity as born out of the geometric potentials discussed here. We argue, that geometric potentials possessing dualistic attractive and repulsive force fields are responsible for the equilibrium and non-equilibrium dance of matter in the cosmos. The spin of these geometric potentials dictates the shape of the galactic structures, and the density maps or matter distribution patterns in these cosmic structures are intertwined to such potentials. The previously hypothesized 1/r gravitational potential falls short of detailing the true nature of galactic and solar matter, to which the geometric field theory offers a grand unification scheme for explaining the exact nature of heavenly bodies. These potentials solve the long standing riddles related to dark matter, dark energy, black holes and other cosmological structures in the observable universe. Galactic matter simulations performed in this research, render an exact picture of planetary and galactic systems while explaining that dark matter and dark energy are in fact only extensions of geometric potentials and their expanse till infinity.
The snake charm (a central rotating potential with a circling potential)
2D Galactic formations (2 dimensional rotating potential)
2D Galactic formations (2 dimensional rotating potential)
Galactic formations (3 dimensional rotating potential at the origin)
Galactic formations (3 dimensional rotating potential at the origin) - rotation about the z axis
Galactic formations (3 dimensional rotating potential at the origin) - rotations about x, y, z axis.
Planar view of galactic formations (3 dimensional rotating potential at the origin) - rotations about x, y, z axis.
Galactic formations (3 dimensional rotating potential at the edges of a simple cubic crystal) - rotations about x, y, z axis.
Planar view of galactic formations (3 dimensional rotating potential at the edges of a simple cubic crystal) - rotations about x, y, z axis.
Galactic dance (3 dimensional rotating potential in radial and azimuthal directions)
Gravitating binaries (binary rotating potentials)
Planetary motion (point in a central fixed potential)
Binary galaxies merging - longer time frame
Binary galaxies merging - shorter time frame
Inter galactic gravitation
Inter galactic gravitation - time tail of the above plot
Galactic formations - Sinusoidal rotating potential