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| Science Forum Index » Physics - Particle Forum » Topological excitations of ellipsoid field... |
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| Jarek Duda... |
 Posted: Fri Oct 16, 2009 4:35 am |
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Guest
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There is a very interesting correspondence between topological
excitations of ellipsoid field and particles in our physics including
decay modes and EM/gravitational interactions.
This field is kind of generalization of quantum phase - in each point
of spacetime we have ellipsoid (three emphasized axes) which
energetically prefers some shape, but sometime they have to deform
because of topological reasons. This deformation cost potential
energy, giving topological excitations some minimal energy - the mass.
Spin can be defined that while making full rotation of the system,
quantum phase makes spin rotations. For fermions phase became the
opposite one - thanks of that ellipsoid axes are undirected, its
simplest topological excitations are spin 1/2 fermions like in our
physics.
http://demonstrations.wolfram.com/SeparationOfTopologicalSingularities/
In 3D such spin can be made in three canonical ways, giving us three
generations of particles.
Succeeding simplest topological excitations shows similarity
correspondingly to leptons, mesons, baryons and finally allows to
nucleus-like structures with expected mass gradation and decay
modes.
The simplest energy density makes that rotational modes leads to
Maxwell's equations and gravity.
Here are details:
http://arxiv.org/abs/0910.2724
Have you heard about similar approaches? What do you think about it? |
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