Open AccessGravitational relation of prolongable general relativity in the irreversible process of a dissipative system
Author(s) -
Zongcheng Li
Publication year - 2003
Publication title -
wuli xuebao
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.199
H-Index - 47
ISSN - 1000-3290
DOI - 10.7498/aps.52.774
Subject(s) - multifractal system , physics , curvature , dissipative system , general relativity , fractal , theoretical physics , singularity , gravitation , classical mechanics , gravitational collapse , gravitational singularity , geometry , quantum mechanics , mathematical analysis , mathematics
The heterogeneity hρtand coarse-grained entropy Sρtεof the density distribution ρ in phase space and the derived computational expression of multiscale factor η* are used in the expansion of Weyl curvature into multiscaled curvature R*; and the multifractal in relation to the singular distribution of physical quantities on geometry is used in the preliminary establishment of the multifractal geometry of growing structures set in Riemann space; on this basis, the equation of non-conservative attractive field is set up by the introduction of the general dimension Du in relation to the fractal and informational and incident dimensions. The analysis here shows that the new result could render the suitable basis for the settlement of the questions such as the singularity of cosmology the unidentified matter in the cluster of galaxies, the doubt of information from black hole and the unification between gravitation theory and quantum physics, and so on.