Quantum Gravity Spin and Phase

Quantum gravity has scalar attraction but also both spin and phase and so quantum gravity differs from relativistic gravity, which has only scalar attraction and neither quantum spin nor quantum phase. Quantum electromagnetism (EM) has both spin and phase and so quantum EM has both scalar attraction or repulsion of static charges as well as the vector forces of moving charges. Quantum gravity then has the scalar attraction of bodies as well as the vector forces of moving bodies.

The collapsing quantum aether universe drives both quantum gravity and quantum EM and while it is the oscillation of quantum aether that drives EM, it is the collapse of quantum aether that drives quantum gravity. All bodies in the collapsing universe lose mass by dephasing and radiation and so stars that lose mass by radiation have even more vector gravity than cooler bodies. Star radiation leads to coupling of star motions around their centers of mass that contributes to scalar gravity and so vector gravity is not apparent with a simple binary star. However, star clusters and galaxies show the added velocities of vector gravity that Science now associates with dark matter.

Like neutron spin and phase, the spin and phase of the universe does not really depend on the motion of charges. However, the universe spin phase does couple with the spin phase of local matter and so there is a slight asymmetry to all universe matter spin phases.

It is quantum gravity that results in the asymmetry of universe spin phase and shows up as a quadrupole asymmetry of the cosmic microwave background. The Mollweide diagram shows the entire sky with the Milky Way along the axis, giving our ecliptic motion as an "s" shape.