TITLE:
Toward a Common Ground for Gravity and Optics
AUTHORS:
Jose L. Parra
KEYWORDS:
Spinning Black Holes, Kerr’s Metric, General Relativity, Torsion Measurements, Gravitational Constant G, Rotation, Precession, Solar Cycles
JOURNAL NAME:
Journal of Applied Mathematics and Physics,
Vol.6 No.9,
September
25,
2018
ABSTRACT: A long enough period of observation of the Sun’s
gravitational dragging effects by using a modified Cavendish’s balance output
of experimental evidence shows new patterns. Those
patterns can be explained assuming that the Sun has a torus with rotation,
precession, and nutation. This purpose of this paper is to introduce the frequencies of all those
movements. The torus’s rotational period can be used to explain the Sun’s magnetic pole reversal. Utilizing a
modified Cavendish’s balance showed an output of
dragging forces stronger than the attraction
between the gravitational masses. This tool afforded this research a new
experimental possibility to a more precise determination of the Universal
Gravitational Constant Big G. Moreover, the dragging forces directly affect any volume of mass, which includes the atmosphere. This paper shows a
correlation between the Sun’s dragging peaks and density of the air squared.
The aforementioned correlation and the inverse cubic relation with the distance
to the Sun are common for the dragging and tide forces providing the possibility that tidal
forces are also a gravitational dragging consequence. The last 2017 total Solar eclipse created a new
temporal reaction on the modified Cavendish’s balance. That temporal pattern
looks as the spatial pattern created by an opaque disk. This similarity allows
the researcher to calculate that the dragging forces are transmitted by photons
with spatial periodicity of value λ =
6.1 km.