@article{ijp2015341,
author={Antonelli, Sandro},
title={Appraisal of a New Gravitational Constant},
journal={International Journal of Physics},
volume={3},
number={4},
pages={139--149},
year={2015},
url={http://pubs.sciepub.com/ijp/3/4/1},
issn={2333-4576},
abstract={The need of extending the theory of relativity has led M.Tailherer to the hypothesis of a new fundamental equation and constant, embodying in a unique wave equation for the graviton the link between gradient of curvature and deformation of metric. As direct continuation of a preceding work, here a new assessment of the constant S in the Vortex Theory of gravitation is given in a more direct approach than 1st approximation yielding <i>S</i> =(2.5¡À1.2)E-19 m<SUP>-1</SUP>. Issues are concerned fitting by Maple four binary systems data, also allowing to assign a meaningful inertial mass to the graviton (5.5¡À2.6)E-61 Kg confirming known heuristic bounding. In Appendix an easy way of getting the vortex¡¯s gradient formula is shown along with the whole action of the model and the description of the tide effect on a test mass with respect to a x polarized gravitational wave in the case of an asymmetric source.},
doi={10.12691/ijp-3-4-1}
publisher={Science and Education Publishing}
}