On Naked Singularities of spacetime Curvature
DOI:
https://doi.org/10.5530/jcrsci.2012.1.4Keywords:
Coordinate singularity, Curvature invariants, Naked singularity, Singularity, Event horizon, Black hole, General relativity, Distributional geometry, Gravitational collapse.Abstract
Considered Schwarzschild black hole solution within General Relativity. The area of black hole event horizon attracts stable and vivid interest. The literature brief review points in Introduction out, that the coordinate singularity on horizon might have physical meaning. In the following two sections this point strengthens. But this contradicts the dogmatic physical worldview, so in Discussion section I disarmed possible critics. I'm signing my faith in Conclusion, that this paper have found the naked (them we can observe) singularities. Even if is showed, that physically reasonable solutions can have the nakedness of singularities, they are far from the actual experimental detection. Contrary to that, recognizing the physical-ness of coordinate singularities makes them automatically experimentally verified. Because the event horizon is in definition of experimentally verified black holes (e.g., 2007 MASTER Team discovered the Black Hole Ergosphere, surrounding event horizon). Context: Natural Sciences: Physics: General Relativity theory: Black holes: event horizon. Aims: To publish original, innovative and novel research article resulting in contradicting results in the field of science. To publish theoretical paper that reports the contradictory finding (coordinate singularity is actually real) in scientific field. To present counter-examples (singular force F and curvature scalar ψ) to usually accepted conjecture, which is “coordinate singularity is unphysical”. Settings and Design: The singularity is defined in Introduction. There is set the function S(r), describing singularities. This is followed by derivation of gravitational attraction F. It turns to be singular with the S(r). Then directly from Curvature Tensor is derived singular scalar tensor ψ, where you can see the S(r). Discussion answers possible critics preceded by Results. Methods and Material: Hardware: a PC; Software: a Web Browser, Maple V Release 5 with GRTensorII Version 1.70; Vector and Tensor analysis. Results: Although the surface gravity g has suffered from Scientific Community the procedure of Renormalization, nevertheless this operation left the gravitational attraction (force F) and scalar ψ to include singular function S(r). Conclusions: Already 11 years I firmly believe. That I found naked (one we can observe) singularity of Curvature, predicted by General Relativity. I called it “Sulo singularity”. It's my personal joy and triumph, which I would like to share through JCRSCI.
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