Natural Flux and its Sinusoidal Form

For flux to exist, any point in its displacement must be differentially placed from the previous and the next positions. All dimensions are axial flux of some type. Flux is time-based, except for one type. Time is uniquely spatially-based.

Dimensions are standing waves of flux. When one point of the standing wave is stimulated orthogonal to the direction of the time displacement of the wave, at least one wave harmonic will be amplified and fall to the more pre-biased amplification to restore its substrate to an inert state. That sequence generates a ripple of the event, along the standing wave of the substrate, in all available directions. It elicits a wavefront which will travel unimpeded until its sharing of momentum will dampen it according to the inverse square law for spherical displacement, extended to all radial dimensions of Physics.

Example 1

For a circle in of any dimension, Perimeter (P) (circumference, conventionally) or Area (A) is the limit of displacement:

(1) A [ n ] = ( d/2 ) ^ n * Pi rad

(2) Density, D [ n ] = ( d/2 ) ^ 1/n * Pi rad

When considering a spherical wave,

(3) D [ 2 ] = ( d/2 ) ^ 1/2 * Pi rad

conveys the 'correct' inverse square law, including Pi.

The above equations show that the wave density is unique for each unit of displacement, d. In short, if the wave had the same identity at on point as another, including angle from the origin, it would be in the same location as the point of similar identity. There would be no displacement.

All straight lines must have differential in them. Nature's solution would seem to be to comprise all fields of waves. If an observer was to closely examine a field line it would be formed from a wave, curved to that field's dimensions. A wave is a field as well, so it would similarly be composed of a wave (added to the initial wave). This would occur infinitely, in a fractal series.

(See this example in a mathematics plotter such as www.desmos.com or www.geogebra.com)

There is no such thing non-variable direct current. It is sinusoidally variable. Its fundamental dimensions are quantum dimensions, with an amplification of 1 rad. It forms a sine squared wave between 0 rad and 1 rad.

All waves are of the form, A = sin ^2 ( θ + ϕ ) and then, in time displacement format,

A = sin ^2 ( ω * t + ϕ) no matter what type of waves they are.

Sine waves are artificial, mathematical abstractions. Sine waves imply negative energy. Sine squared waves do not. All waves can be converted to Sine squared waves.

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