The Dark Side of Gravity

1
Dr. Frederic Henry-Couannier
Dr. Frederic Henry-Couannier
1 universit de la mediterrane

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Adopting a non geometrical point of view, we are led to an alternative theory of the order two and symmetric gravitational tensor field of GR. Considering our spacetime to be flat and non dynamical, this field can no more be interpreted as its metric. The true metric is a globally Minkowskian background, a context which justifies a genuine Rehabilitation of the global discrete spacetime symmetries involved in the structure of the Lorentz group along with their ‘problematic’ representations: the negative energy And tachyonic ones. It turns out that about this background our gravitational field must appear in two discrete symmetry reversal conjugate forms, different but non independent symmetric order two tensors which must be treated on the same footing in our actions. The discrete symmetry reversal invariant actions, equations and their conjugate solutions are obtained. The conjugate form generates a Dark Side of Gravity. Indeed, matter living there can only interact antigravitationally with matter on our side.We show that stability is granted. In this Dark Gravity theory (DG), the new Schwarzschild solution in vacuum only starts to differ from that of General Relativity at the Post-Post-Newtonian order. DG does not violate WEP and though it violates SEP, the theory passes all present SEP no violation tests except the Pioneer anomalous blue-shift one, an SEP violating effect which is a natural outcome.

89 Cites in Articles

References

  1. F Henry-Couannier Unknown Title.
  2. F Henry-Couannier Unknown Title.
  3. S Chen Unknown Title.
  4. A Linde (1984). The inflationary Universe.
  5. A Linde (1988). Unknown Title.
  6. H Noyes (2000). Prediction of Omega{sub M} and Estimate of Omega{sub Lambda}.
  7. M Milgrom (1983). Unknown Title.
  8. Jacob Bekenstein (2004). Erratum: Relativistic gravitation theory for the modified Newtonian dynamics paradigm [Phys. Rev. D<b>70</b>, 083509 (2004)].
  9. Jp,Petit (1995). Unknown Title.
  10. Thibault Damour,Ian Kogan,Antonios Papazoglou (2002). Nonlinear bigravity and cosmic acceleration.
  11. Nathan Rosen (1973). A bi-metric theory of gravitation.
  12. C Will Theory and experiment in gravitational physics.
  13. J,Brian Pitts,W Schieve Null Cones in Lorentz-Covariant General Relativity.
  14. T Adam (2011). Review of acp-2018-1109 James Brooks et al...
  15. Radosław Wojtak,Steen Hansen,Jens Hjorth (2011). Gravitational redshift of galaxies in clusters as predicted by general relativity.
  16. J Moffat (2011). Unknown Title.
  17. D Lust,Petropoulos (2011). Unknown Title.
  18. S Robertson (2007). Robertson, Patricia, (born 1 Aug. 1964), QC 2006.
  19. S Weinberg (1972). Gravitation and Cosmology.
  20. S Weinberg Unknown Title.
  21. R Caldwell (2003). Unknown Title.
  22. P Frampton (2004). Unknown Title.
  23. S Carrol,M Hoffman,M Trodden (2003). Unknown Title.
  24. A Sakharov (1967). Unknown Title.
  25. J Anderson (2002). Unknown Title.
  26. J Anderson (2017). http://ljournal.ru/wp-content/uploads/2017/03/a-2017-023.pdf.
  27. M Tegmark Unknown Title.
  28. G Feinberg (1962). Conservation of Hypercharge.
  29. E Recami Unknown Title.
  30. Federico Piazza,Christian Marinoni (2003). Model for Gravitational Interaction between Dark Matter and Baryons.
  31. C Everitt (2009). Commentaire de travail de A. Crispin et al., pp. 1018.
  32. D Spergel Unknown Title.
  33. A Fabian,Al Unknown Title.
  34. N Straumann Unknown Title.
  35. S Deser,J Franklin (2016). Franklin, Kim, (born 28 Feb. 1960), QC 2016.
  36. J Ehlers (2020). Review of Bernard et al. by Todd Ehlers.
  37. S Kopeikin Unknown Title.
  38. Y Aharonov,D Bohm (1959). Significance of Electromagnetic Potentials in the Quantum Theory.
  39. N Busca CO/1211.2616 The Dark Side of Gravity 91.
  40. C Will Unknown Title.
  41. R Foot,H Lew,R Volkas (1991). A model with fundamental improper spacetime symmetries.
  42. T Lee,C Yang (1956). Possible Interference Phenomena between Parity Doublets.
  43. Matteo Carrera,Domenico Giulini (2010). Influence of global cosmological expansion on local dynamics and kinematics.
  44. S Hossenfelder Cosmological consequences of Anti-gravitation.
  45. K Trencevski,E Celakoska On the Pioneer anomaly.
  46. Kjell Tangen (2007). Could the Pioneer anomaly have a gravitational origin?.
  47. R Schodel,T Ott,R Genzel,A Eckart,N Mouawad,T Alexander (2003). Stellar Dynamics in the Central Arcsecond of Our Galaxy.
  48. P Moyassari,S Jalalzadeh (2005). WEYL GEOMETRY QUANTIZATION IN SOLAR SYSTEM.
  49. Jp,A Luminet,R Riazuelo,J Lehoucq (2006). Unknown Title.
  50. W De Boer,C Sander,V Zhukov,A Gladyshev,D Unknown Title.
  51. A Blanchard,M Douspis,M Rowan-Robinson,S Sarkar (2003). An alternative to the cosmological “concordance model”.
  52. David Kirkman,David Tytler,Nao Suzuki,John O’meara,Dan Lubin (2003). The Cosmological Baryon Density from the Deuterium‐to‐Hydrogen Ratio in QSO Absorption Systems: D/H toward Q1243+3047.
  53. B Fields,S Sarkar Unknown Title.
  54. R Sadykhov Unknown Title.
  55. Meetu Sethi,Annu Batra,Daksh Lohiya (1999). Comment on “Observational constraints on power-law cosmologies”.
  56. M Kaplinghat Unknown Title.
  57. F Henry-Couannier (2012). Legge, Hon. Henry, (born 28 Dec. 1968), QC 2012.
  58. T Schucker,I Unknown Title.
  59. T Schucker,A Unknown Title.
  60. C Rovelli Unknown Title.
  61. Shekhar Gehlaut,Abhishek Kumar,Deepak Kumar (2024). Approximation of Commensurate and Incommensurate Fractional-Order Systems.
  62. G Hooft,S Unknown Title.
  63. J Moffat Unknown Title.
  64. C Barros Unknown Title.
  65. G Chardin (2004). Antimatter in general relativity.
  66. L Iorio Unknown Title.
  67. L Iorio Unknown Title.
  68. Lars Bergstrom,Joakim Edsjo,Piero Ullio (1999). Cosmic Antiprotons as a Probe for Supersymmetric Dark Matter?.
  69. Grichka Bogdanov,Igor Bogdanov (2001). Topological field theory of the initial singularity of spacetime*.
  70. (2016). LAS VEGAS SANDS CORP., a Nevada corporation, Plaintiff, v. UKNOWN REGISTRANTS OF www.wn0000.com, www.wn1111.com, www.wn2222.com, www.wn3333.com, www.wn4444.com, www.wn5555.com, www.wn6666.com, www.wn7777.com, www.wn8888.com, www.wn9999.com, www.112211.com, www.4456888.com, www.4489888.com, www.001148.com, and www.2289888.com, Defendants..
  71. A Hajian (null). Other Techniques.
  72. J Buchert,J Larena,Alimi Unknown Title.
  73. J Bekenstein Unknown Title.
  74. Joshua Steinfeld (2023). Implementation through Communication.
  75. M-T Jaekel,S Reynaud Unknown Title.
  76. S Turyshev (2016). http://ljournal.ru/wp-content/uploads/2016/08/d-2016-154.pdf.
  77. O Bertolami (2016). http://ljournal.ru/wp-content/uploads/2016/08/d-2016-154.pdf.
  78. G Esposito-Farese (2002). A PHENOMENOLOGICAL APPROACH TO QUINTESSENCE IN SCALAR-TENSOR GRAVITY.
  79. Georges Lochak,Leonid Urutskoev (2006). LOW-ENERGY NUCLEAR REACTIONS AND THE LEPTONIC MONOPOLE.
  80. K Shoulders,S Shoulders,N Bevis,M Hindmarsh,M Kunz Charge Clusters in Action 99.
  81. R Aurich,H Janzer,S Lustig,F Steiner Unknown Title.
  82. A Kashlinsky,F Atrio-Barandela,D Kocevski,H Ebeling Unknown Title.
  83. Hao,Ti-Pei Liu,Li Unknown Title.
  84. Hao,Ti-Pei Liu,Li Unknown Title.
  85. Hao,Ti-Pei Liu,Li Unknown Title.
  86. I Drummond (null). ث/خ/ن th–kh–n.
  87. Neil Bevis,Mark Hindmarsh,Martin Kunz,Jon Urrestilla (2008). Fitting Cosmic Microwave Background Data with Cosmic Strings and Inflation.
  88. U Sawangwit Unknown Title.
  89. B Welsh,R Lallement,J-L Vergely,S Raimond (2010). New 3D gas density maps of NaI and CaII interstellar absorption within 300 pc.

Funding

No external funding was declared for this work.

Conflict of Interest

The authors declare no conflict of interest.

Ethical Approval

No ethics committee approval was required for this article type.

Data Availability

Not applicable for this article.

Dr. Frederic Henry-Couannier. 2013. \u201cThe Dark Side of Gravity\u201d. Global Journal of Science Frontier Research - A: Physics & Space Science GJSFR-A Volume 13 (GJSFR Volume 13 Issue A3): .

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Crossref Journal DOI 10.17406/GJSFR

Print ISSN 0975-5896

e-ISSN 2249-4626

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April 22, 2013

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Adopting a non geometrical point of view, we are led to an alternative theory of the order two and symmetric gravitational tensor field of GR. Considering our spacetime to be flat and non dynamical, this field can no more be interpreted as its metric. The true metric is a globally Minkowskian background, a context which justifies a genuine Rehabilitation of the global discrete spacetime symmetries involved in the structure of the Lorentz group along with their ‘problematic’ representations: the negative energy And tachyonic ones. It turns out that about this background our gravitational field must appear in two discrete symmetry reversal conjugate forms, different but non independent symmetric order two tensors which must be treated on the same footing in our actions. The discrete symmetry reversal invariant actions, equations and their conjugate solutions are obtained. The conjugate form generates a Dark Side of Gravity. Indeed, matter living there can only interact antigravitationally with matter on our side.We show that stability is granted. In this Dark Gravity theory (DG), the new Schwarzschild solution in vacuum only starts to differ from that of General Relativity at the Post-Post-Newtonian order. DG does not violate WEP and though it violates SEP, the theory passes all present SEP no violation tests except the Pioneer anomalous blue-shift one, an SEP violating effect which is a natural outcome.

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The Dark Side of Gravity

Dr. Frederic Henry-Couannier
Dr. Frederic Henry-Couannier universit de la mediterrane

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