Perhaps you can solve this problem (for a simulation). Gopi has not been able to figure it out--something do to with variables going to infinity.rossum wrote:I have a solid background in differential equations and solid/fluid dynamics i.e. pressure based systems.
Given two motions, A and B, expressed as spheres with coordinates that define a center of gravity, having gravitational limits G and masses M (M being the net inward speed):
All motion outside of the gravitational limit progresses linearly outward at the speed of light. All motion inside the gravitational limit follows the equations of a diminishing spherical surface. Determine an equation to find D, the point of equilibrium.
Though this was done for astronomical applications, it should also work for inter-atomic distances where the center is the net, inward motion from atomic rotation.