Nature of Gravity Wave[1]

%________________Symbole Definition:___________ \def\w{\omega}\def\eng{\in}\def\g{\gamma}\def\W{{\mit \Omega}} \def\Lam{{\mit\Lambda}}\def\lam{\lambda}\def\Eb{{\bf E}}\def\X {{\cal X}}\def\Rb{{\bf R}} %________________ABSTRAT:________________ As direct Newton-Maxwell solutions for particle formation, we obtain: (1) An oscillatory charge $|q_i|=e$ of any sign and the electromagnetic waves generated by it (of an angular frequency $\w_i$ and traveling at the velocity of light $c$), called as a whole a basic particle, has a mass $m_i= \hbar \w_i /c^2$, $2 \pi\hbar $ being Planck constant. (2) Two such particles, $i,j=1,2$, separated $R$ apart in a dielectric vacuum will, in their mutual radiation depolarization-electric-field ($E_{pol.i} (\Rb_j;T)=-\X E_i (\Rb_j;T)$) and magnetic-field ($B_i(\Rb_j;T) =E_i(\Rb_j;T)/c$), act on each other a mutual RDM Lorentz force $F_g=Gm_1m_2/R^2$, where $G=\X \mu_0^2e^4c^4/4 \pi\rho_l\hbar^2$, $\X$ is the susceptibility, $\mu_0$ permeability and $\rho_l$ linear mass density of the medium. $F_g$ is always attractive and identifiable as Newton's gravity, and accordingly $G$ the universal gravitational constant. (3) The RDM radiation fields, $E_{pol.i},B_i$, accordingly make up the gravity wave, which is transverse and has a wave velocity equal to $c$. (4) This gravity can penetrate any material objects on the way, whilst a radiation force (always repulsive) will not, yielding as net result a gravity between two large bodies composed of the aforesaid particles. \quad [1] J. X. Zheng-Johansson and P-I. Johansson, with Foreword by Prof. R. Lundin, ``Unification of Classical, Quantum and Relativistic Mechanics and of the Four Forces" (Nova Science, 2005); physics/0411245; physics/0501037; Bull. Am. Phys. Soc., C1 (2004).