The interception of Radiation by a Mass Structure rarely lends itself to the perfect storage of all Radiation directly into Gravitation. And while Particles trapped within the Mass Structure may be relatively stable in their orbits, those at or near the surface of the Mass Structure are most susceptible to various influences. An orbiting Particle excited to a near free state which is then influenced by a strong pulse of Radiation at the correct Frequency could force that Particle out of its orbit; especially if, for example, an Atom already suffered a spare Electron in its outer valence.
Definition 9. A Surface Interaction describes the remainder of the process of the storage or extraction of Energy.
The most simple Surface Interaction might be the absorption of Radiation into a Mass Structure that looses a single Electron, which rejoins another similar Atom in the surface of the Mass Structure that has a valence one Electron short. It should also be possible for a star to spit out a Particle that might extend a very long way before returning to a pole. The Particle also has a chance to be attached to any other Mass Structure it may encounter on the trip.
Surface Interactions increase in complexity by degrees. Each new degree is defined by its utilization of each previous degree.
Theorem 9. A First Degree Surface Interaction is any transfer of Energy that leaves, as a remainder, one or more Particles removed from their Radiation Source.
A more complex example of a First Degree Surface Interaction might be a Particle Radiated directly away from its Mass Structure becoming subject to the next strongest Radiation Source. If the next strongest Radiation Source were a nearby star, the Particle would travel anti-parallel to that star’s Radiation, and be deposited at its nearest pole, joining the surface of the star’s Mass Structure.
It would also be possible for that Particle to balance perfectly between the poles of the star, unable to return to the Mass Structure and held at orbit by the Radiation emanating from the star; like a ball on the top of a column of air or water. The distance of its orbit is determined by the relative size of the particle and the total particles within that Radiation Coordinate System.
Theorem 10. A Second Degree Surface Interaction is any transfer of Energy whose First Degree Interaction remainder Particles interact with the Mass Structure to form a new type of Atomic Structure at the surface.
Theorem 11. An Atomic Structure is a subset of its overall Mass Structure.
More likely than a Particle breaking free of its Mass Structure and becoming subject to a new Radiation Source is that same Particle smashing into its own Mass Structure. This can physically break loose other Particles at the surface of the Mass Structure, forming new Atomic Structures. These Atomic Structures will generally be gasses which are generated by the interaction of Radiation of a specific set of Frequencies with a Mass Structure which has Particulate Motion of a specific set of Frequencies. Certain Mass and Radiation combinations will produce higher likelihood of specific Atomic Structures being generated.
A simple example of a Second Degree Surface Interaction might be a Free Electron knocking loose another particle which has just enough total Gravitation to attract the Free Electron into an Atomic Structure of Hydrogen. If the Mass Structure from which the newly formed Hydrogen contains enough Gravitation, it will keep the Hydrogen at the surface of the Mass Structure. If not, the Hydrogen will succumb to the greatest Radiation Source, possibly of a larger Scale.
The complexity of the newly formed Atomic Structure is dependent on probabilities based on the complexity of any incoming Particles, the intensity and frequency of the Radiation and Gravitation, and a total number of Particles within that Radiation Coordinate System.
As Second Degree Surface Interactions develop, Hydrogen could be generated along with the occasional Oxygen, based on their given probabilities, and water could easily form. Salts, minerals, acids, oxides, and more complex molecules can form, based on their probabilities. Each of these will interact with Radiation in new ways.
Definition 10. A Generator is a Mass Structure which interacts with a Radiation Source to create new Atomic Structures of a specific arrangement.
A large amount of Iron interacting with Radiation from a yellow dwarf star is a Water Generator utilizing the Second Degree of Surface Interaction.
Along with water, acids, bases and salts are also the result of Second Degree Surface Interactions which develop depending on the probabilities of the various Generators that form, which themselves are dependent on the specific subset of Frequencies and Particles available from its First Degree Surface Interactions.
Theorem 12. A Third Degree Surface Interaction results in a physical change to the Mass Structure.
Third Degree Surface Interactions will include multiple Second Degree Generators of varying types. Simple gasses will form liquids, and more complex compounds. Proteins and nucleic acids form and further chemical reactions start to occur as the compounds continue to interact with Radiation. Chlorophyll is developed, even hormones appear.
There will be enough Gravitation by the advent of Third Degree of Surface Interactions that any gasses generated will likely stay attached or close to the Mass Structure.
It should be possible to find a Mass Structure that is able to store more Gravitation than its Mass Structure can handle. In this case, the Mass Structure is expanded by the increased entropy. If the Mass is unable to maintain its structure, it will split, break, or crumble, and quickly release its excess Gravitation as Radiation. If an Atom, it may split into two Atoms, each of smaller configuration. If a star, it will likely expel some amount of Mass along with emission of its excess Gravitation. This could form a future satellite or planet or it may fall back into the star and rejoin its Mass Structure.
Some Mass Structures will expel Mass along with Radiation emission only to restructure it at the poles, allowing an even greater capacity for Gravitation to be stored within the Mass Structure. Perhaps as the internal Gravitation increases, the Mass Structure expands to force internal Mass to the surface, creating mountains, continuing the example of an iron planet. A magnet will constantly shed spare electrons, and even small bits of iron oxide, only to have them restructured at its poles in effort to make the system more efficient.
Theorem 13. A Mass Structure will grow to form a spherical shape, due to the restructuring of Particles, and will expel excess Gravitation as Radiation outwardly on a plane at or near its equator with higher entropy, and reclaim Radiation and Particles at its poles with lower entropy.
Definition 11. Surface Depth is the depth of saturation of Radiation into a Mass Structure.
Theorem 14. Surface Depth is proportional to the amount of Gravitation that a Mass Structure is able to store.
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