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The Kruskal-Szekeres "Extension": Counter-Examples: Difference between revisions

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==Abstract==
==Abstract==


The Kruskal-Szekeres ?coordinates? are said to ?extend? the so-called ?Schwarzschild solution?, to remove an alleged ?coordinate singularity? at the event horizon of a black hole at r = 2m, leaving an infinitely dense point-mass singularity at ?the origin? r = 0. However, the assumption that the point at the centre of spherical symmetry of the ?Schwarzschild solution? is at ?the origin? r = 0 is erroneous, and so the Kruskal-  Szekeres ?extension? is invalid; demonstrated herein by simple counter-examples.[[Category:Scientific Paper]]
The Kruskal-Szekeres ?coordinates? are said to ?extend? the so-called ?Schwarzschild solution?, to remove an alleged ?coordinate singularity? at the event horizon of a black hole at r = 2m, leaving an infinitely dense point-mass singularity at ?the origin? r = 0. However, the assumption that the point at the centre of spherical symmetry of the ?Schwarzschild solution? is at ?the origin? r = 0 is erroneous, and so the Kruskal-  Szekeres ?extension? is invalid; demonstrated herein by simple counter-examples.
 
[[Category:Scientific Paper|kruskal-szekeres extension counter-examples]]

Revision as of 14:17, 1 January 2017

Scientific Paper
TitleThe Kruskal-Szekeres ?Extension?: Counter-Examples
Read in fullLink to paper
Author(s)Stephen John Crothers
Published2009
JournalProgress In Physics
No. of pages5

Read the full paper here

Abstract

The Kruskal-Szekeres ?coordinates? are said to ?extend? the so-called ?Schwarzschild solution?, to remove an alleged ?coordinate singularity? at the event horizon of a black hole at r = 2m, leaving an infinitely dense point-mass singularity at ?the origin? r = 0. However, the assumption that the point at the centre of spherical symmetry of the ?Schwarzschild solution? is at ?the origin? r = 0 is erroneous, and so the Kruskal- Szekeres ?extension? is invalid; demonstrated herein by simple counter-examples.