Friday, July 20, 2018

Open Transformable Rigid Strings in Quantum FFF theory

Quantum FFF Theory (Function Follows Form) is based on open rigid strings, derived from only one closed transformable  torus shaped mass less virgin string, also called "Axion Higgs" or "Tori varieties".
The Axion Higgs ring is assumed to be equipped with 3x internal rotation hinges with 90 degree rotation freedom and one splitting point.
Photons, Gluons, Neutrinos and two leptons (e+e-) are singular open singular monopole Strings, including Magnetic North and South monopole particles.
Fermions and Bosons are compound String knots containing two or more interconnected open strings.
Fermions are supposed to have a chiral form, a propeller shape with left or right handed pitch for positive or negative charge and spin.
Higgs particles come in two forms with reduced left or right handed pitch producing Higgs particles with 123.5 GeV or 126 Gev ( see image.)
A third Higgs is assumed to be based on 4x open strings with 375 GeV.
see below.
Black holes are assumed to be massive compound knots of virigin Axion Higgs particles without mass but with vacuum pressure gravity..
see : 3-Dimensional String based alternative particle model
http://vixra.org/pdf/1103.0002v4.pdf
The consequence of this rigid string model leads to new physics of black holes, magnetic and gravitational interpretation.
SEE ALSO:
"Warped String Compactification"
https://arxiv.org/abs/hep-th/0003236






Several attempts to describe comparable rigid string systems are done between 1980 and 2000, see:


Systematic Nuclear Polar structure of atomic nuclei, according to  Leo Vuyk. see:
The New Nuclear Magic Number (34) Explained by the Polar Coaxial Ring System of Quantum FFF Theory.
http://vixra.org/pdf/1310.0101v3.pdf