Difference between revisions of "A Prediction Regarding The Softening of The Blue Shift of Light From Geosynchronous Satellites"
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− | We base the present approach, on an alternative theory of gravitation, consisting essentially on the law of energy conservation broadened to embody the mass & energy equivalence of the Special Theory of Relativity, and remedying, known problems and incompatibilities, associated with the actually reigning conception. The mere rotation problem of say, a ''sphere,'' can well be <span>undertaken, along the same idea. Accordingly, we consider the ''problem of gravity created by a rotating celestial body.'' Finally we apply our results to the case of a geosynchronous satellite, which is, schematically speaking, nothing but a clock placed on a considerably high tower. The approach ironically furnishes the >Newton's law of motion, which however we derive, based on just static forces, ''and not an acceleration, governing a motion. (There is anyway no motion for a geosynchronous satellite, when observed from Earth.) ''We predict accordingly that, the blue </span>shift of light from a geosynchronous satellite ''<span>on an orbit of radius </span>''<span>r<sub>Gs</sub></span> should be ''softened ''as much as omega<sup>2</sup>/(2c<sup>2</sup>)(r<sub>Gs</sub><sup>2</sup>-R<sup>2</sup>) compared to what is expected classically; here omega is ''Earth's self rotation angular momentum,'' R ''Earth's radius,'' and c the ''speed of light in empty space.<span> </span>''We hope, the validity of this unforeseen prediction, can soon be checked out.[[Category:Scientific Paper]] | + | We base the present approach, on an alternative theory of gravitation, consisting essentially on the law of energy conservation broadened to embody the mass & energy equivalence of the Special Theory of Relativity, and remedying, known problems and incompatibilities, associated with the actually reigning conception. The mere rotation problem of say, a ''sphere,'' can well be <span>undertaken, along the same idea. Accordingly, we consider the ''problem of gravity created by a rotating celestial body.'' Finally we apply our results to the case of a geosynchronous satellite, which is, schematically speaking, nothing but a clock placed on a considerably high tower. The approach ironically furnishes the >Newton's law of motion, which however we derive, based on just static forces, ''and not an acceleration, governing a motion. (There is anyway no motion for a geosynchronous satellite, when observed from Earth.) ''We predict accordingly that, the blue </span>shift of light from a geosynchronous satellite ''<span>on an orbit of radius </span>''<span>r<sub>Gs</sub></span> should be ''softened ''as much as omega<sup>2</sup>/(2c<sup>2</sup>)(r<sub>Gs</sub><sup>2</sup>-R<sup>2</sup>) compared to what is expected classically; here omega is ''Earth's self rotation angular momentum,'' R ''Earth's radius,'' and c the ''speed of light in empty space.<span> </span>''We hope, the validity of this unforeseen prediction, can soon be checked out. |
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+ | [[Category:Scientific Paper|prediction regarding softening blue shift light geosynchronous satellites]] | ||
[[Category:Relativity]] | [[Category:Relativity]] |
Revision as of 10:01, 1 January 2017
Scientific Paper | |
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Title | A Prediction Regarding The Softening of The Blue Shift of Light From Geosynchronous Satellites |
Read in full | Link to paper |
Author(s) | Alexander L Kholmetskii, Tolga Yarman, Metin Arik |
Keywords | {{{keywords}}} |
Published | 2008 |
Journal | Proceedings of the NPA |
Volume | 7 |
No. of pages | 8 |
Pages | 635-642 |
Read the full paper here
Abstract
We base the present approach, on an alternative theory of gravitation, consisting essentially on the law of energy conservation broadened to embody the mass & energy equivalence of the Special Theory of Relativity, and remedying, known problems and incompatibilities, associated with the actually reigning conception. The mere rotation problem of say, a sphere, can well be undertaken, along the same idea. Accordingly, we consider the problem of gravity created by a rotating celestial body. Finally we apply our results to the case of a geosynchronous satellite, which is, schematically speaking, nothing but a clock placed on a considerably high tower. The approach ironically furnishes the >Newton's law of motion, which however we derive, based on just static forces, and not an acceleration, governing a motion. (There is anyway no motion for a geosynchronous satellite, when observed from Earth.) We predict accordingly that, the blue shift of light from a geosynchronous satellite on an orbit of radius rGs should be softened as much as omega2/(2c2)(rGs2-R2) compared to what is expected classically; here omega is Earth's self rotation angular momentum, R Earth's radius, and c the speed of light in empty space. We hope, the validity of this unforeseen prediction, can soon be checked out.