Mathematics – Logic
Scientific paper
Aug 2003
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2003basbr..23...54b&link_type=abstract
Boletim da Sociedade Astronômica Brasileira (ISSN 0101-3440), vol.23, no.1, p.54-54
Mathematics
Logic
Scientific paper
The motion of a test particle in a spherically symmetric and static space-time with positive cosmological constant (L) is rediscussed. In such space-time, besides the physical singularity at r = 0, there are two coordinate singularities at two finite radii (say, r1 and r2) which depend on the values of M and L. It is shown that whether a particle follows a radial geodesic motion, it will met a turning point located between r1 and r2, and, consequently, the particle cannot reach the internal physical singularity. This phenomenon can be better understood using the corresponding Carter-Penrose diagram.
Béssa H. G. C.
Lima A. S. J.
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