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The thorny way of truth - Free Energy Community

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:36PhysksEsnys volume 3. number 3, 199Absolute and Relative Newton-Lorentz EquationsSte£sm MarinovAbstract<strong>The</strong> fundamental electromagnetic Lorentz equation is shown to have Us well-humform (wbidb I call the absolute NeuJionLorentz equation) only fthe chosen r^erencefrmrests in absolute space, fibe chosen referenceframe moves in absolute space, this eqution has a d^erent form, which I call the relative Newton-Lorentz equation. Receexperiments have confirmed the validity cfthe relative Newton-Lorentz equation.Key words: space-time physics, classical electromagnetlsm. electromagnetic indudioviolation <strong>of</strong> the principle <strong>of</strong> relativit)rIn eledromagnetism there are only two fundamental equations that cannotbe deduced from other simpler postulates. Those are the laws <strong>of</strong> Coulomband Neumann, which assert that if there are two electric charges qi,q24> = Z^' (3moving with velocities Vi, Vz, then they have two kinds <strong>of</strong> energies, calledelectric {space) and magnetic {space-lime) energies (the italicized wordshere and below are my tenns),U = qxqi/r, ^ = qxqiy\'yi/c^r. (1)where r Is the distance between the charges, and the formulas are written Inthe cgj system <strong>of</strong> units.Using the law <strong>of</strong> superposition (the energy <strong>of</strong> a system <strong>of</strong> more than twocharges Is the sum <strong>of</strong> the energies <strong>of</strong> all its pairs), and putting (1) In the law<strong>of</strong> conservation <strong>of</strong> energy dEo -^ dU -^ dW = 0, where Eq is the sum <strong>of</strong> thetime energies e, = mcH\ - v^c^'^^ <strong>of</strong> any <strong>of</strong> the particles <strong>of</strong> thesystem, m being the respective particle's mass and v its velocity, 1 showed,*'* "'by rigorous mathematical arguments, that one can obuin the fundamentalequation in eledromagnetism (which 1 call the Newton-Lorentz equation)and from It all electromagnetic "laws. ' 1 obtain this equation in theform(

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