Planck's constant and the three waves (TWs) of Einstein's covariant ether

Physics

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Elementary Particles, Particle Theory, Plancks Constant, Quantum Mechanics, Relativity, Wave Excitation, Covariance, De Broglie Wavelengths, Field Theory (Physics), Particle Production, Relativistic Particles, Relativistic Velocity, Solitary Waves

Scientific paper

The implications of a three-wave model for elementary particles, satisfying the principles of both quantum mechanics and General Relativity (GR), are discussed. In GR, the ether is the fundamental source of all activity, where particles (waves) arise at singularities. Inertia and gravity are field properties of the ether. In flat regions of the space-time geodesic, wave excitations correspond to the presence of particles. A momentum-carrying excitation which occurs in the ether is a superluminal radiation (phase- or B-waves) which transports neither energy nor mass. Superposition of the B-waves produces soliton-like excitations on the ether to form C-waves, i.e., particles. The particle-waves travel through space-time on D-waves, and experience reflection, refraction and interference only where B-waves have interacted with the ether. The original particles, photons-maximons, existed at the Big Bang and had physical properties which are describable in terms of Planck's quantities.

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