[Richard777 (OP)]

Two special gravitational fields may be defined;
   - a Schwarzschild field   (indirect gravitation)
   - a Plank field         (direct gravitation)

Both fields may be considered to be the maximum value of a statistical distribution of acceleration. The two fields may be related if a “Plank particle” is considered to be the mediator of gravitational force.

Two observable “massive objects” (primary objects) have a gravitational interaction, they interact indirectly. The primary objects each interact with a third massive object (the Plank particle) which has Plank mass (or mass equivalent). Each interaction may be represented as a gravitational force.

An energy potential exists between each primary object and the Plank particle. Gravitation (between primary objects) may be represented as a force which is related to the product of potential energies. This force will approximate to the Newton force equation.

A gravitational field may also be represented as a vector of acceleration. The gravitational field of a primary object may be represented as a statistical distribution of acceleration with respect to components of space-time. This distribution will approximate to the Newton field equation.

The representation of a field as a “distribution” overcomes the problem of a singularity which is associated with the Newton field equation.

See attachment.

[puppypower]

If we assume gravity is a force, like the other three attractive forces of nature, what type of energy equivalent particle does gravity give off when it lowers potential? The EM force,for example, will cause motion of charges, while also giving off a photon, The photon energy will be equivalent to the potential change. This entire sequence of motion plus photon gives us an energy balance. 

The photon given off by the lowering of the EM potential, can then be used to increase the potential in other places, equal to the energy of the released photon; secondary action and reaction. What are some of the dynamic reactions, caused by the action of the particle energy given off by the lowering of gravitational potential? The energy output action of gravity should appear as a secondary affect that will appear to repel and/or resist gravity. Could rotations be part of this affect? Gravity in galaxy, star and planet formation all tend to induce rotation, which is resistant to the attraction; opposing force vector. Could this energy output also be what we call dark energy, since the expansion of the universe is contrary to the gravitational force vector of all the matter? Does the Plank Particle also mediate this secondary action and reaction after gravity acts and releases energy?