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The Plan The ultimate photon theory must provide a proof that everything in the universe can be described in terms of Maxwell's partial differential equations. There can be some modifications such as those proposed by Dr. Robert Kemp. The task can then be reduced down to just two more additions. There needs to be a function that quantifies an imbalance in the photon's electromagnetic fields whenever the photon's path is bent. This must result in an electric charge that is positive feedback to the photon so that it bends the path more in the same direction. The other function must be one that quantifies resonance in terms of its holding force when the bend radius of the photon places one wavelength inside a circumference. The combination of the charge produced by the positive feedback and the force of resonance must be just right to hold the photon in the circle pattern. Parts of the problem are already defined. We know the result. An electron is created. This gives us the circumference of the pattern and the electric charge value associated with that amount of curve. The circumference is equal to the wavelength of the electron. The electric charge is equal to the charge of the electron. There should be a way to normalize that charge/curve ratio so that the amount of charge associated with any curve can be calculated. Then Maxwell's equations must be modified to accommodate the two added forces. So modified; Maxwell's equations can describe everything in the universe. That is because once we get past the initial creation of a particle of matter from the electromagnetic field, all the rest can be built up using standard particle theory. |
