lobal Journal of Science Frontier Research, A: Physics and Space Science, Volume 24 Issue 4

The fundamental boundary condition for this alternative approach to gravity is the requirement that the Force 4 vector equals zero in the 4 dimensions, expressing a universal 4-dimensional equilibrium: (5) The 3 spatial components of the Force-Density vector, as a result of Electro-Magnetic-Gravitational interaction can be written as: (6) In which E represents the electric field intensity expressed in [V/m], H represents the magnetic field intensity expressed in [A/m] and g represents the gravitational acceleration expressed in [m/s 2 ]. The permittivity indicated as 0 ε , the permeability indicated as 0 µ and the gravitational permeability of vacuum as 0 γ . For curl-free gravitational fields equation (6) can be written as: (7) Substituting Einstein’s W = m c2in (7) results in “Electro-Magnetic-Gravitational Equilibrium Field Equation” (8): (8) ( ) 4 4 4 3 2 1 T = 0 = = + J f f f f f               (E ) 1 = - E ( E ) E ( E ) 0 0 2 ( ) 0 0 f t c ε ε µ µ ∂ × Η + ∇ . − × ∇ × + ∂ + Η ∇ . Η − 3 3 E 0 0 ( ) g ( g ) g ( g ) m 0 0 ( E ) Electric Charge Density [C/ m in which: ( ) = Magnetic Fl M γ γ ε ρ µ ρ + Η × ∇ × Η ∇ . − × ∇ × = 0 [Ν / ] ∇ . = ] ∇ . Η 3 3 3 2 E 2 M 1 2 1 2 0 0 0 ux Density [Vs/ m ] or [Wb/ m ] ( g ) = Mass Density (Electromagnetic) [kg/ m ] Electric Energy Density: w = E Magnetic Energy Density: w = H Gra M γ ρ ε µ ∇ . 2 G 1 2 0 vitational Energy Density: w = g γ 3 (E ) 1 = - E ( E ) E ( E ) 0 0 2 ( ) ( ) g m 0 0 M f t c ε ε µ µ ρ + ∂ × Η + ∇ . − × ∇ × + ∂ + Η ∇ . Η − Η × ∇ × Η = 0 [Ν / ] ( ) 2 2 2 (E ) 1 = - E ( E ) E ( E ) 0 0 2 1 ( ) ( ) g 0 0 2 c f t c ε ε µ µ ε µ + ∂ × Η + ∇ . − × ∇ × + ∂ + Η ∇ . Η − Η × ∇ × Η Ε + Η = 3 m 0 [Ν / ] Global Journal of Science Frontier Research ( A ) XXIV Issue IV Version I Year 2024 50 © 2024 Global Journals A Reinterpretation of Quantum Physics