Regarding the Gravitational Field and the Continuous Mass Formation

By RE CASTEL

A gravitational field, regardless of the objects (e.g., electromagnetic energy or particulate masses) in the vicinity that are influenced by it, is fundamentally a three-dimensional motion towards a given mass.

Objects in the vicinity of a gravitational field are accelerated by the inherent gravitational motion towards the center of the gravitational field. For as long as the gravitational field exists, the inherent gravitational motion towards the gravitational center exists, regardless of the existence of the objects in the vicinity. This is according to the fundamental kinematics principles indicated by the vector representations. Thus, the vector of gravitation represents the perpetual gravitational motion inherent in the gravitational field.

Every given mass has a gravitational field. The field can be represented by vectors of motion that surround and point towards the mass. These vectors can be resolved into a single full tensor vector representing the three-dimensional motion towards the given mass.

The proper transformation factor γ suggested by the full tensor (three-dimensional) vector is (1–v²/c²)^–1, instead of the transformation factor (1–v²/c²)^–½ suggested by the half tensor used in the Lorentz equations. This proper transformation factor suggests the relativistic mass equation m=m_o(1–v²/c²)^–1 that leads to the derivation of the genesis formula.

The principle of the relativity of motion allows that the motion represented by the full tensor vector is essentially the motion of the mass itself. Hence, the mass itself is essentially moving with a three-dimensional motion.

Applying the three-dimensional motion to the given mass itself suggests that the given mass has increases in its mass or energy as time passes.

There is of course a simpler view than the one given above. Because the gravitational field indicates continuous motions or continuous kinetic energy fed to the gravitational center (an undeniable fact established by the idea of the gravitational vector), then the gravitational center should undeniably have the increases in kinetic energy. Thus, all gravitational centers have the perpetual increases in their energy or their mass. (Among the best candidates for such gravitational centers are blackholes. Because relativistic velocities are involved in blackholes, the relativistic formula – i.e., the genesis formula – undeniably applies. Although individual nuclear particles qualify as gravitational centers, and actually possess nuclear force fields which are applicable accelerative tensors, their quantum energy gains from the void are generally simply radiated away.) The mass and energy increases are eventually radiated or spread out in the fission processes of the observed expanding universe.

It is indeed a fact that every mass has an inherent gravitational field. The gravitational field may be represented by a linear motion vector towards the given mass; but the gravitational field is best represented by a tensor motion vector (for the volumetric, three-dimensional motion) towards the given mass. The gravitational field is thus a flow of motions towards the given mass. Motion is the fundamental essence of energy. Therefore, for as long as a given mass exists, there exists a flow of energy into the given mass, a flow of energy which is in the form of the concentric motion of the gravitational field itself. And so, the obvious suggestions are that the energy flowing into the given mass increases the mass-energy content of the given mass and that the energy flowing into the given mass is either condensed and aggregated in the form of mass or radiated away in some form of energy.