Hubble Volume, Cosmic Variable Proton Mass and the CMB Radiation Energy Density
Hubble mass, Planck mass, Coulomb mass, variable proton mass, variable proton size, variable strong coupling constant, CMB radiation, cosmic critical
Abstract
It is noticed that, in the accelerating universe, proton mass, proton size and the strong coupling constant are cosmic variable constants. Independent of the cosmic red shift and CMBR observations, cosmic acceleration can be verified by measuring the `rate of decrease' in the proton mass. Cosmic initial conditions can be addressed with the Planck mass and the coulomb mass Based on the Mach's principle and the characteristic Hubble mass of the present universe, it is noticed that, in the Hubble volume, critical density, observed matter density and the thermal energy density are in geometric series and the geometric ratio is 1 + ln (M 0 / M C ). In this connection, it can be suggested that -in understanding the basics of grand unification and cosmology, cosmic Hubble volume can be given a chance.
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U Seshavatharam, S Lakshminarayana (2026) The 2.07 Billion kg Quantum Gravitational Mass and Its Applications in Astrophysics and Cosmic Evolution. XII.
E Recami Elementary Particles as Micro-Universes, and Strong Black-holes": A Bi-Scale Approach to Gravitational and Strong Interactions.
P Dirac (1937) The Cosmological Constants. 139(3512), 323-323.
J Huchara (2009) Estimates of the Hubble Constant.
W Freedman Final Results from the Hubble Space Telescope Key Project to Measure the Hubble Constant. 553(1), 47-72.
U Seshavatharam, S Lakshminarayana Accelerating universe and the expanding atom.
E Hubble (1947) The 200-inch telescope and some problems it may solve. 59, 153-167.
D Sciama (1971) Modern Cosmology.
George Hawking, Rayner Francis, Ellis (1973) The Large Scale Structure of Space-Time.
D Raine (1975) Mach's Principle in general relativity. 171, 507.
Bondi (1997) The Lense-Thirring Effect and Mach's Principle. 228(3), 121-126.
R Vishwakarma (2002) A Machian model of dark energy. 19(18), 4747-4752.
Peter Mohr, Barry Taylor, David Newell (2006) CODATA recommended values of the fundamental physical constants: 2006. 80(2), 633-730.
J Narlikar (2002) An Introduction to Cosmology.
Ebenezer Burgess (1858) Translation of the Surya-Siddhanta, A Text-Book of Hindu Astronomy; With Notes, and an Appendix. 6, 141.
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2012-08-08
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