Diagram 281 WOW! Signal Higgs Absolute ZERO Energy Kelvin Rankine Cooled ARGON GAS UFO Vacuum Design
Diagram 281 WOW! Signal Higgs Absolute ZERO Energy Kelvin Rankine Cooled ARGON GAS UFO Vacuum Design. Diagrams 278 to 282 show how to create the higgs electric field, higgs bosons at Zero Point energy. Electrical conduction is also described in the UFO engine’s Vacuum structure design instructions.
see Diagram 281 here:
the idea girl says
blue book notes 1, page 82, wow obsidian mirrors formula notes page 18. march 14, 2015.
Diagram 278 – electrolytes cannot pass (chemical reaction)
Diagram 279 – Cathode, electrode, electrical circuit instructions to achieve HIGGS values at 0 ZERO point in the UFO Engine’s vacuum structure.
Diagram 280 excited, lower states of energy inside the vacuum and outside of the vacuum’s structure. Higgs Electric Field, Higgs Boson at (0) ZERO point energy levels.
Diagram 281 is cooled argon gas affects energies to absolute zero, Kelvin, Rankine values. Quasi crystals one dimensional models, kinetic rest. Diagram 282 interacting particles create junctions.
(*) (0) ZERO point ENERGY (cooled argon gas)
ARGON —> GAS –> ABSOLUTE ZERO (0) ENERGY
= – 273.15° C > = Kelvin v down arrow to (0)
– 459.67° F > (0)
= >. Kelvin
(0) zero point energy (HIGGS)
. R Rankine
QID Quasi (crystals) one dimensional models
Yale University Models
kinetic rest, dimensional coupling, close packing and diffusion process.
See Diagram 282 intersection, junctions of interating particles inside the UFO engine vacuum structure.
googled Yale University and found a video about it
Quasi-one-dimensional models – Video Learning – WizScience.com
quote yt notes
“Quasi-one-dimensional models” are particle dynamics simulation models developed at Yale University by Prasanta Pal, Corey O’Hern, and Jerzy Blawzdziewicz. These models elucidate the relationship between kinetic arrest, dimensional coupling, close packing and diffusion process. Q1D is one of the few exactly solvable kinetic models in the context of soft condensed matter Physics.
The model consists of quasi-one-dimensional geometry wherein the dynamics of interacting particles are constrained by this geometry.
The abstract form of quasi-one-dimensional geometry is the ‘+’ symbol. The center of the ‘+’ is called the intersection or junction . In this model, the two fundamental constituents of quasi-one-dimensional geometry are:
# A one-dimensional line twisted one or more times to create junctions.
# Particles moving under the geometrical and inter-particle interaction constraints.
The complexity of the intersections and topologies are described in knot theory. If a point moves on a quasi-one-dimensional geometry it is called motion in quasi-one-dimensional models.
The characteristic motion of a set of particles in a quasi-one-dimensional geometry is controlled by the dynamics of the interacting particles and the dynamical control mechanism associated with the junction or junction dynamics. The simplest form of junction dynamics is that of a traffic junction, where motion along only one particular direction of the junction is allowed at any instant of time. The occupation of the junction in one direction forbids flow through the junction in the perpendicular direction.
Disclaimer: This video is for your information only. The author or publisher does not guarantee the accuracy of the content presented in this video. USE AT YOUR OWN RISK.
“The Place Inside” by Silent Partner (royalty-free) from YouTube Audio Library.