- #1
shadowpuppet
- 30
- 0
*Please read the thread before you vote in the poll!
Disclaimer: I am not advocating a fraudulent theory, I am presenting original evidence and logic (detailing the contradictions in quantized gravity) both of which are certainly open for debate.
Gravitation
In classical mechanics, the charge of the gravitational field is equivalent to the translational inertia, such that all objects experience the same acceleration regardless of their mass. This happily corresponds to the notion of non-accelerating motion (straight trajectories in space and time in agreement with the law of inertia) along geodesics (this even applies to massless particles such as photons) in curved space-time that defines the theory of general relativity. However, because general relativity explains the illusion of gravity as well as effects not covered by classical mechanics, such as Einstein rings and anomalous precessions among others, it has effectively replaced the latter as an authoritative construct. With the recent attempts to assimilate gravitation into the quantum mechanical formulation that is used to describe non-gravitational phenomena, gravitons - which represent coherent radiation from gravitational oscillators - are used to impart the force of attraction between masses.
Fields and Charge
However, if the carrier particles for gravity were considered to be energetic fluctuations of a simple classical gravitational field, the gravitons would be drawn closer to each other and to the mass of origin because of their own mass-energy equivalence and be selectively absorbed by the greatest masses, preventing gravity for very light objects. Additionally, every graviton would require additional gravitons to convey the influence of its own mass-energy, encouraging a divergent net of recursive bosonic emissions where interactions become sources and mass itself ceases to be conserved. Additionally, black holes (and other heavy objects) would be unable to transmit their own force of attraction because they would necessarily attract all of the gravitational bosons they have emitted.
Space and Time
This argument is a particularly strong refutation of the classical gravitational field as transmitted by bosons, so perhaps gravitons are the quantized curving factors of space-time. But space-time warping is a very local effect...rather than affecting each other directly by Newtonian 'action at a distance', masses warp space-time, which then acts on local masses without using intermediate masses: this way the transmission of gravitational potential is not inherently energized or massive and thus prone to an infinite regression of gravitational attractions among carrier particles. On the other hand, if gravitons are not energetic, then they can hardly account for the (yet-to-be-observed) potential radiated by pairs of orbiting neutron stars or colliding quasars. Also, space-time is not a field as it has no direction and no magnitude (it is rather the fields themselves, or the quantum mechanical Hamiltonians, that are defined with and are dependent on the linearly independent variables space and time); it is a spatio-temporal metric that does not exert forces and cannot be excited or transfer a de Broglie momentum because space-time information also does not collide or even interact with matter and matter-field resonances, thus the concept of motion along distorted geodesics seems highly unlikely to be replaced by bosonic momentum transfers made out of space and time. The Schwarzschild radius is derived from the dissipation of kinetic energy by gravitational potential independently of either de Broglie frequency, Lorentz factor, or any other terms that would imply momentum/energy interactions, because it is dependent on curved space-time not inertial scattering and thus is represented by the escape velocity without regard to the momentum because 'gravity' impulses never actually act on it. Gravitons, if they do exist, supposedly must be massless anyway owing to the infinite range of the gravitational interaction, and would rarely couple with matter, making them quite difficult to detect (this is due to the weakness of the force itself which might further implicate a rarity of emissions).
Possible Tests
A relatively easy test is one for linear dispersion for particles with different momentums during microlensing; this is useful for tests of starlight because the escape velocity is the same for all colors, and the effects of the interaction would be observable over large distances. If gravity were a force chromatic aberration would occur in gravitational lenses due to the momentum differences in photon color (over a standard interval of time, a field-induced impulse will exert a change in momentum that may cause the trajectory of a lower momentum photon to be affected in compton-like conservation differently than that of a higher momentum photon for equal unmassless photon rest masses acting as gravitational charge). If this does not occur then bent light must be traveling along straight lines in curved space-time. Another test would involve selective absorption on the event horizon of a black hole (or different event horizons for different frequencies of light). If gravity was acting on mass as a gravitational charge, the event horizon of a black hole would cause a gravitational redshift (of light) to beyond the 0 frequency and into the negative range at different radii for different photons, because the force would impart a constant impulse to the (equal) effective photon masses but the displacement into the negative range would occur more quickly for photons with an already low momentum. This should not occur if light is effectively massless and unaffected by bosonic momentum transfer, and so all frequencies would be affected equally at the same radius because they are traveling as null geodesics along distorted space-time intervals (this would also explain why light emitted by electromagnetic processes that are just inside the edge of a black hole don't have enough momentum to escape the black hole from the vicinity of the event horizon).
Conclusion
Since gravitons supposedly transmit the 'changes' in space-time caused by fluctuating matter, and because practically every other form of energy is quantized, when gravitons are released after conversion (or when massive particles are converted to pure energy) the transmitted energy that reflects the transition of a quantity of mass is also representing a discretely quantized transformation. But what of Bell's Inequalities? If a nuclear reaction releases an equal and quantized pulse of gravitational energy (and massless light), then this energetic resonance should be subject to the same principle of non-locality (by entanglement) that the other quantized energetic agents that originally contained it are, disputing the axioms that ultimately manifest in the space-time continuum (in fact discrete quantizations of space and time suggest that these metrics would be anything but continuous), right? What I find most interesting is that though the relative spans of space and time are independently dependent on one's relative velocity, this velocity is measured only with respect to space and time, the manipulation of which allow Einstein to preserve the speed of light in vacuo.
Disclaimer: I am not advocating a fraudulent theory, I am presenting original evidence and logic (detailing the contradictions in quantized gravity) both of which are certainly open for debate.
Gravitation
In classical mechanics, the charge of the gravitational field is equivalent to the translational inertia, such that all objects experience the same acceleration regardless of their mass. This happily corresponds to the notion of non-accelerating motion (straight trajectories in space and time in agreement with the law of inertia) along geodesics (this even applies to massless particles such as photons) in curved space-time that defines the theory of general relativity. However, because general relativity explains the illusion of gravity as well as effects not covered by classical mechanics, such as Einstein rings and anomalous precessions among others, it has effectively replaced the latter as an authoritative construct. With the recent attempts to assimilate gravitation into the quantum mechanical formulation that is used to describe non-gravitational phenomena, gravitons - which represent coherent radiation from gravitational oscillators - are used to impart the force of attraction between masses.
Fields and Charge
However, if the carrier particles for gravity were considered to be energetic fluctuations of a simple classical gravitational field, the gravitons would be drawn closer to each other and to the mass of origin because of their own mass-energy equivalence and be selectively absorbed by the greatest masses, preventing gravity for very light objects. Additionally, every graviton would require additional gravitons to convey the influence of its own mass-energy, encouraging a divergent net of recursive bosonic emissions where interactions become sources and mass itself ceases to be conserved. Additionally, black holes (and other heavy objects) would be unable to transmit their own force of attraction because they would necessarily attract all of the gravitational bosons they have emitted.
Space and Time
This argument is a particularly strong refutation of the classical gravitational field as transmitted by bosons, so perhaps gravitons are the quantized curving factors of space-time. But space-time warping is a very local effect...rather than affecting each other directly by Newtonian 'action at a distance', masses warp space-time, which then acts on local masses without using intermediate masses: this way the transmission of gravitational potential is not inherently energized or massive and thus prone to an infinite regression of gravitational attractions among carrier particles. On the other hand, if gravitons are not energetic, then they can hardly account for the (yet-to-be-observed) potential radiated by pairs of orbiting neutron stars or colliding quasars. Also, space-time is not a field as it has no direction and no magnitude (it is rather the fields themselves, or the quantum mechanical Hamiltonians, that are defined with and are dependent on the linearly independent variables space and time); it is a spatio-temporal metric that does not exert forces and cannot be excited or transfer a de Broglie momentum because space-time information also does not collide or even interact with matter and matter-field resonances, thus the concept of motion along distorted geodesics seems highly unlikely to be replaced by bosonic momentum transfers made out of space and time. The Schwarzschild radius is derived from the dissipation of kinetic energy by gravitational potential independently of either de Broglie frequency, Lorentz factor, or any other terms that would imply momentum/energy interactions, because it is dependent on curved space-time not inertial scattering and thus is represented by the escape velocity without regard to the momentum because 'gravity' impulses never actually act on it. Gravitons, if they do exist, supposedly must be massless anyway owing to the infinite range of the gravitational interaction, and would rarely couple with matter, making them quite difficult to detect (this is due to the weakness of the force itself which might further implicate a rarity of emissions).
Possible Tests
A relatively easy test is one for linear dispersion for particles with different momentums during microlensing; this is useful for tests of starlight because the escape velocity is the same for all colors, and the effects of the interaction would be observable over large distances. If gravity were a force chromatic aberration would occur in gravitational lenses due to the momentum differences in photon color (over a standard interval of time, a field-induced impulse will exert a change in momentum that may cause the trajectory of a lower momentum photon to be affected in compton-like conservation differently than that of a higher momentum photon for equal unmassless photon rest masses acting as gravitational charge). If this does not occur then bent light must be traveling along straight lines in curved space-time. Another test would involve selective absorption on the event horizon of a black hole (or different event horizons for different frequencies of light). If gravity was acting on mass as a gravitational charge, the event horizon of a black hole would cause a gravitational redshift (of light) to beyond the 0 frequency and into the negative range at different radii for different photons, because the force would impart a constant impulse to the (equal) effective photon masses but the displacement into the negative range would occur more quickly for photons with an already low momentum. This should not occur if light is effectively massless and unaffected by bosonic momentum transfer, and so all frequencies would be affected equally at the same radius because they are traveling as null geodesics along distorted space-time intervals (this would also explain why light emitted by electromagnetic processes that are just inside the edge of a black hole don't have enough momentum to escape the black hole from the vicinity of the event horizon).
Conclusion
Since gravitons supposedly transmit the 'changes' in space-time caused by fluctuating matter, and because practically every other form of energy is quantized, when gravitons are released after conversion (or when massive particles are converted to pure energy) the transmitted energy that reflects the transition of a quantity of mass is also representing a discretely quantized transformation. But what of Bell's Inequalities? If a nuclear reaction releases an equal and quantized pulse of gravitational energy (and massless light), then this energetic resonance should be subject to the same principle of non-locality (by entanglement) that the other quantized energetic agents that originally contained it are, disputing the axioms that ultimately manifest in the space-time continuum (in fact discrete quantizations of space and time suggest that these metrics would be anything but continuous), right? What I find most interesting is that though the relative spans of space and time are independently dependent on one's relative velocity, this velocity is measured only with respect to space and time, the manipulation of which allow Einstein to preserve the speed of light in vacuo.