Causal Description of Natural System According Theory of New Axioms and Laws

Abstract

Valentina Markova*

The parametric equations describe processes by introducing and controlling by using external parameters. This is an ideal well-known approach for describing the processes in Technical systems.

But it is inaccurate using the parametric description to the Natural systems. This applies mostly and especially to the description of fluid movements in Nature. The reason is that the external and externally controllable parameters are alien, artificial and unusual for essence of fluid movements in Nature. The result is that the parametric approach of Natural phenomena (that is better known and used) leads to some distortion in conclusions for fluid systems.

Using his Theory of new Axioms and Laws, the author proposes that Natural phenomena be described using Causal (nonparametric) equations. The Natural processes in fluid is described in 2D (in plane) or in 3D (in funnel). Unlike technical processes, the fluid is described by two qualitatively different movements -Velocity of longitudinal vector and Amplitude of vortex. These movements are mutually orthogonal in Space and Time. The Causal approach uses one parameter in view of proportion - the proportion of the Golden section. This proportion measures the internal ratio of the reason as Velocity to result as (perpendicular) Amplitude, or in opposite order. Since the Velocity (as vector) and the Vortex (as curl) are qualitatively different movements, they are mutually inhomogeneous.

Thus this proportion describes the transformation of quality the Velocity into the quality of Amplitude in one and the same Space (point) and one and the same Time (simultaneously), or in opposite order. Using the Causal approach we can describe even hyper complex phenomena such as structure of elementary particles or the Gravitational structures.

HTML PDF