OK thanks, it looks as if some analytical approximation is needed to produce independent equations. I will look in to this.
Sent: 28/08/2016 19:38:55 GMT Daylight Time
Subj: Re: 356(3): Electric Component of the Plane WaveThe diff. eqs. (6-8) cannot be solved analytically by Maxima because it cannot handle coupled diff. eqs. Perhaps Mathematica can do that. For the plane wave solution see my other email.
Horst
Am 27.08.2016 um 10:48 schrieb EMyrone:
This is the statement of the problem in general. It consists of solving simultaneously three non linear differential equations in three unknowns, v sub X, v sub Y and v sub Z, for any boundary conditions. These are Eqs. (6), (7) and (8). For a plane wave the electric field components are given by Eqs. (9), (10) and (11). I find this line of research to be very interesting, because as suggested by Horst, any electric or magnetic or electromagnetic field in material matter sets up a velocity field in spacetime, defined as a fluid. This is entirely original research based on ECE2 unified field theory. In precise analogy, any gravitational field sets up a fluid flow in spacetime, and any weak or strong nuclear field. This is true form the domain of elementary particles to galactic clusters.