Note 415(2): The Orbit Equations of Relativistic m Theory
These are equations (18) and (19), which are the orbit equations in the most general spherically symmetric space defined by the infiitesimal line element (1). The conserved angular momentum in m space is given by Eq. (21), which is cross checked with the relativistic Euler Lagrange equations of m space. The m function from ECE theory can be used, as in UFT108, UFT190 and similar papers. The next step is to develop frame rotation theory in m space. This will define the spin connection in m space, and the vacuum force in m space. Knowing the spin connection, the complete field equations can be derived in m space. We also have available the antisymmetry laws of ECE2 theory, and the triple unification of gravitation, electromagnetism and fluid dynamics. All these major advances go well beyond the standard model in a richly woven tapestry of powerful new ideas.