The Study of the Density of Physical Space and the Hubble Constant

Authors

  • Haitao Gao

space density, metric tensor, gravitational field equation, Hubble constant, Hubble redshift, Mossbauer spectrum

Abstract

According to the description of physical space by general relativity and the principle of symmetry, this paper deduces the density property of physical space. On this basis, the author modified the metric tensor in Einstein's gravitational field equation, introduced the density factor of physical space into coordinate transformation, and deduced the gravitational field equation with a cosmological constant term. According to the equation, the cosmological constant term is the product of curvature and density factor of physical space, which is a negative increment of curvature, showing the property of repulsive force. This property could take the place of dark matter and dark energy. The author deduced the formula for calculating the Hubble redshift with space density term through Robertson-Walker metric and calculated the Hubble constant generated by space density according to the known material parameters of the universe. The calculated value is 74.6607Km•s -1 Mpc -1 , which is consistent with the observational results reported in the literature.

Downloads

How to Cite

The Study of the Density of Physical Space and the Hubble Constant. (2020). Global Journal of Science Frontier Research, 20(A11), 19-24. https://journalofscience.org/index.php/GJSFR/article/view/2811

References

Wendy Freedman, Barry Madore, Brad Gibson, Laura Ferrarese, Daniel Kelson, Shoko Sakai, Jeremy Mould, Robert Kennicutt, Jr., Holland Ford, John Graham, John Huchra, Shaun Hughes, Garth Illingworth, Lucas Macri, Peter Stetson (2001) Final Results from theHubble Space TelescopeKey Project to Measure the Hubble Constant. 553(1), 47-72.

Wendy Freedman (1999) The Hubble constant and the expansion age of the Universe. 333-334, 13-31.

Haitao Gao (2020) The accelerated expansion of the universe may be an illusion of the observer: The Hubble constant is calculated from the density of space in the universe. 8(1), 1-6.

Haitao Gao (2018) Latvia. 1534-1543.

Haitao Gao (2019) The magnetic moment of elementary particles is studied by space vector and space curvature. 23(24).

(2019) Unknown Title. 14(13), 144-151.

Edwin Hubble (1929) A relation between distance and radial velocity among extra-galactic nebulae. 15(3), 168-173.

Robert Kirshner (2004) Hubble's diagram and cosmic expansion. 101(1), 8-13.

R Kennicutt (1998) HST key Project X Ⅲ. 498, 181-194.

Jeremy Mould, John Huchra, Wendy Freedman, Robert Kennicutt, Jr., Laura Ferrarese, Holland Ford, Brad Gibson, John Graham, Shaun Hughes, Garth Illingworth, Daniel Kelson, Lucas Macri, Barry Madore, Shoko Sakai, Kim Sebo, Nancy Silbermann, Peter Stetson (2000) TheHubble Space TelescopeKey Project on the Extragalactic Distance Scale. XXVIII. Combining the Constraints on the Hubble Constant. 529(2), 786-794.

R Pound, G Rebka (1959) Gravitational Red-Shift in Nuclear Resonance. 3(9), 439-441.

R Pound, G Rebka (1960) Apparent Weight of Photons. 4(7), 337-341.

R Pound, J Snider (1964) Effect of Gravity on Nuclear Resonance. 13(18), 539-540.

A Rims (2009) A Redetermination of the Hubble constant with the HST from Differential Distance Ladderl. (1).

A Sandage (2006) The Hubble constant: A summary of the HST program Astro.

The Study of the Density of Physical Space and the  Hubble Constant

Published

2020-10-10

How to Cite

The Study of the Density of Physical Space and the Hubble Constant. (2020). Global Journal of Science Frontier Research, 20(A11), 19-24. https://journalofscience.org/index.php/GJSFR/article/view/2811