Synergetic Lattice Field Theory
CONTENTS
SYNERGETIC LATTICE FIELD THEORY - SUPPORTING ANIMATIONS
Links to various animations are provided below. These animations are supplemental to the text and illustrations on this site, as well to the paper on synergetic lattice field theory. These animations are helpful for gaining a deeper, intuitive, and visual understanding of the theory.
Jitterbug Transformations:
Animation of the icosahedral-octahedral jitterbug transformation of an individual vector equilibrium that is associated with electrons and neutrinos.
Animation of the tetrahedral jitterbug transformation of an individual vector equilibrium that is associated with quarks.
Electrons:
Animation of the motion of an electron through the synergetic field, with exaggerated rates of change in contraction between neighboring vector equilibria.
Neutrinos:
Animation of the motion of a neutrino through the synergetic field.
Quarks:
Animation of the motion of a quark through a two-dimensional slice of the synergetic field.
Animation of the local area of contraction at the center of a quark.
Negative Mass Particles:
Animation of the left-handed and right-handed octahedral jitterbug transformations that are the basis of the formation of positive-mass and negative-mass electrons, respectively.
Animation of a small local cluster of vector equilibria showing the sequentially alternating contraction of the synergetic field from its isomorphic state to positive-mass and negative-mass electron states.