Loading...
 

12.01 - Scale of Locked Potentials

Walter Russell, in his book The Universal One, presents a scale of devolving and evolving characteristics, parameters and powers. He called this scale the Scale of Locked Potentials. The orderliness and periodicity of this scale can be viewed in two main ways: Power Centered and Zero Centered.

These attributes of state are a larger set of a thermodynamic state. While standard thermodynamics considers primarily temperature, volume and pressure Russell's attribute set of state is more comprehensive and inclusive.

Figure 12.01 - 4++ Power Centered Scale
Figure 12.01 - Russell's 4++ Power Centered Scale
Figure 12.02 - 0 Inertia Centered Scale
Figure 12.02 - 0 Inertia Centered Scale

Image

Figure 12.03 - Scale Showing Relations of Light, Color and Tones (color added)

See Also


Atomic Suicide - Fig 42 color - The Mind and Motion Universe color spectrum rainbow 12.01 - Scale of Locked Potentials 12.04 - Locked Potentials and the Square Law

The Scale of Locked Potentials does not follow the linear scale of music but does follow the geometric scale of energy.

The dynamical balance of an element is explained in Keely's Law of Pitch of Atomic Oscillation.

"Out of this simple Cosmic process the curved universe of motion appears from within its cube planes of zero curvature and the 0-1-2-3-4-0-4-3-2-1-0 light-wave universe of seeming motion appears to deceive the senses of the human race of such an early stage of unfolding Intelligence as ours, into believing that the projected mirage-image is the real body, which thinks and knows, and lives and dies." [Atomic Suicide, page 247]

See Also


1st octave
2nd octave
3rd octave
4th octave
5th octave
6th octave
7th octave
8th octave
9th octave
12.04 - Locked Potentials and the Square Law
Conjugate Variables
Indig Numbers
Inverse Square Law
Law of Pitch of Atomic Oscillation
octave wave
Potential
potential density
Potential gradient
Russell Wavefunction
Square Law
The Final Secret of Free Energy
wave octave formula
wavefunction

Created by Dale Pond. Last Modification: Friday August 30, 2019 04:34:16 MDT by dale.