MG14 - Talk detail |
|
Participant |
Bulyzhenkov, Igor | |||||||
|
Institution |
Moscow Institute of Physics and Technology - 1/1 Klimentovskiy biside - Moscow - Moscow region - Russia | |||||||
|
Session |
DM1 |
Accepted |
|
Order |
Time |
|||
|
Talk |
Oral abstract |
Title |
Interference Origin of Dark Mass-Energy | |||||
| Coauthors | ||||||||
|
Abstract |
“We could regard matter as being made up of regions of space in which the field is extremely intense... There would be no place in this new physics for both field and matter, for the field would be the only reality”. By following this 1938 statement of Einstein, space is the very material plenum inferred by Aristotle. General Relativity can quantitatively relate local mass-energy densities of such a continuous material space to sources of gravitation. Observable particles are, in fact, abrupt radial distributions of continuous mass-energy rather than delta-function densities in nonphysical empty space. The global overlap of different radial densities, observed in practice as localized particles, is accompanied by unobservable interference (or dark) energies. The latter conserve constant energies of the many body material space despite of Newtonian weak field attractions. Computations for strong fields results in gravitational repulsion of continuous radial elements of the dense material space and its expansion with acceleration. |
|||||||
Pdf file |
||||||||
|
Session |
PT2 |
Accepted |
|
Order |
Time |
|||
|
Talk |
Oral abstract |
Title |
Light GR Tests Maintain Flat Material Space | |||||
| Coauthors | ||||||||
|
Abstract |
General Relativity should reject the emptiness of 3-space, but not its flatness. Nonempty flat space varies paths of light rays like a continuous material medium, as well as varies local time rate. This explains the double light bending without departure from 3D Euclidean geometry. All GR tests can be described through flat material space instead of ‘warped emptiness’. |
|||||||
Pdf file |
||||||||