How the Universe forms the Golden Ratio in organic and inorganic matter

How the Universe forms the Golden Ratio in organic and inorganic matter

Dyslexic Artist Theory on the Physics of Time 39.1K subscribers

The Universe forms the Golden Ratio out of simple spherical geometry. We have an electron sphere around the nucleus of each atom. When there is the absorption and emission of light, the radius is squared because the process is unfolding relative to the spherical surface. When this happens the energy levels drop, but they can’t drop below the centre of the sphere, because the process is based on the radius.

This forms a constant of action, known as the Planck constant linked to 2π representing the geometry. We then have a golden rectangle on each side of the square relative to the spherical surface. In this way the absorption and emission of light photon energy forms the A and B of the Golden Ratio. Mathematically we have to square section A to form the golden rectangle out of section B. Energy levels continuously cascading down will repeat this process with smaller and smaller rectangles forming the Fibonacci spiral.

This geometrical process also forms the golden angle 137.5 that in the physics of quantum mechanics is seen as the fine structure constant or coupling constant. The coupling constant is linked to the speed of light c, the charge of the electron e² squared and the Planck constant h/2π. Within this theory all three constants have a geometrical aspect with the photon and electron as two aspects of the same geometrical process.

The geometrical aspect of this process is based on Huygens’ Principle that says, “Every point on a light wave front has the potential for a new spherical 4πr² light wave". We can think of 'every point' as a potential photon ∆E=hf electron interaction or coupling. The spherical surface forms a boundary condition or manifold for positive and negative charge as the future unfolds with the exchange of quantized energy.

The interior of the sphere naturally forms three-dimensions. We have the absorption and emission of light with a photon ∆E=hf electron interaction, a spherical oscillation, between every cause and effect forming a probabilistic uncertain ∆×∆pᵪ≥h/4π future.

Heisenberg’s Uncertainty Principle between energy and time ∆E ∆t ≥ h/2π ~ 2πr circler geometry or ∆E ∆t ≥ h²/4π spherical 4πr² geometry. Planck constant h/2π linked with 2π ~ minimum 2πr circumference, with the centre of the sphere, atomic nucleus, forming a constant of action relative to radius square r², the electron sphere of probability that surrounds the nucleus and the minimum 2πr circumference. This forms the Planck constant h/2π. In mainstream theoretical physics, they came up with the idea of the reduced Planck constant ħ or h-bar just to get rid of the 2pi so the equations would be more compact.

In this theory we have a Planck constant h/2π linked with 2π because a one-dimensional photon ∆E=hf electron spherical oscillation is formed by the one-dimensional spherical 4πr² surface. This is a very simple process we have to square the radius r² because the process is relative to the spherical 4π surface.

Therefore we have the charge of the electron e² squared with energy levels from the Sun cascading down relative to the Golden Ratio ϕ forming the golden angle 137.5 and Fibonacci Spiral.