The thorny way of truth - Free Energy Community

force law C 31 . . ,jf ;- 127 -To formulate this, let this two unit charge elements beeffective as a unit charge moving at velocity- v in theelectromagnetic reference frame. Then the +1 charge component willhave a velocity +v/2 and the -1 charge component will have avelocity -v/2. Together, they will produce the same magnetic fieldas the single charge moving at velocity v. However, when broughtinto the equation (1) the effect is totally different.Ve then have two potential components. The first, based on the+1 charge moving at +v/2, will have a relative velocity V given by(v/2-u), where u is the velocity of the interacting chargereferenced on the same electromagnetic reference frame. Thesecond, based on the -1 charge moving at -v/2, will have a relativevelocity V given by (v/2+u). When these two V values are squaredand put in the two potential expressions, which are then combined,we obtain the simple potential formula:V = -d/rc^) (v.u) (2)This has the required form, being dependent upon the product ofthe two charge velocities and being derived from a ' relativistic'expression brought into the framework of a proper reference frame.This expression is the basis from which one can deduce the LorentzHowever, as may be seen from its derivation, the relativisticexpression has only served to Justify the potential of equation (2)because we have admitted that a physical process is occurringcausing one of the currents to be developed by countermoving chargepairs having a symmetrical countermotion in a specific frame ofreference. Unquestionably, this suggests that an electron inmotion is really characterized by electron-positron pair creationin the vacuum field ahead of the electron, followed bycountermotion of the positron and the original electron, which cometogether in an annihilating encounter.Hence we do face the possibility that the form of equation (2),which is basic to the Lorentz foriaulation, owes Its origin to a