This equation (E=ˠM˳C²)∞ represents the Holy Grail of physics as an emergent geometrical process in just three dimensions with one variable in the form of time. With energy ∆E equals mass ∆M linked to the Lorentz contraction ˠ of space and time. The Lorentz contraction ˠ represents the time dilation of Einstein’s Theory of Relativity. We have energy ∆E slowing the rate that time ∆t flows as a universal process of energy exchange or continuous creation. Rest mass M˳ will increase relative to this process with gravity being a secondary force to the electromagnetic force. The c² represents the speed of light c radiating out in a sphere 4π of EMR from its radius forming a square c² of probability. We have to square the electron e² and the probability of the wave-function Ψ² because the area of the sphere is equal to the square of the radius of the sphere multiplied by 4π. This simple geometrical process forms the probability and uncertainty of everyday life and at the smallest scale of the process is represented mathematically by Heisenberg’s Uncertainty Principle ∆×∆pᵪ≥h/4π. In such a theory we have an emergent future unfolding photon by photon ∆E = hf with the movement of charge and flow of EM fields. This gives us a geometrical reason for positive and negative charge with a concaved inner surface for negative charge and a convexed outer surface for positive charge. The brackets in the equation (E=ˠM˳C²)∞ represent a dynamic boundary condition of an individual reference frame with an Arrow of Time or time line for each frame of reference. The infinity ∞ symbol represents an infinite number of dynamic interactive reference frames that are continuously coming in and out of existence. At the smallest scale the Planck constant ħ=h/2π is a constant of action in the dynamic geometrical process that we see and feel as the passage of time. This would fit in with Huygens’ Principle of 1670 that states that every point on a light wave front has the potential to form a secondary spherical wave front. The same spherical 4π geometry can be seen in the equation for Heisenberg's Uncertainty Principle ∆×∆p×≥h/4π. Also we have 2π linked to the Planck constant ħ=h/2π. A circle 2π can represent a two dimensional aspect of a sphere, like you could have on a spherical surface. We find 2π if we reformulated Heisenberg's Uncertainty Principle based on energy and time ∆E ∆t ≥ h/2π. As part of a geometrical process this can represent, not just circular geometry, but also cylindrical geometry forming line symmetry. Representing the emergent time line of an individual reference frame as part of and emergent process of energy exchange.
~
No comments:
Post a Comment