On Neutrinos: Magnetic Fields Seen as Having Little Influence on Charged Neutrinos in the mnp Model

The previous post On Neutrinos: Thoughts From An Alternate Conceptual Universe includes the claim that "charged" hybrid neutrinos in the mnp Model behave like neutrinos in our universe. Since experiments show neutrinos are not affected by magnetic fields, why would magnetic fields not affect neutrinos in the mnp Model of "charged" neutrinos? The author will attempt the short answer to this serious question, despite the absence of the planned post on magnetic fields in the mnp Model.

Background on Magnetic Fields

The mnp Model sees mediators as tiny entities traveling at c with Axis perpendicular to the direction of travel. The Axis can be thought of as the polarization of the basic entity. In gravitational fields, the Axis is random. In a fhoton, the Axis of all the basic entities are aligned. Magnetic fields are seen in the mnp Model as mediator m's propagating at c perpendicular to the line of zero force, with each mediator's Axis also in the plane perpendicular to the line of zero force.

Magnetic fields affect charged fermions moving at less than the speed of light. A moving charged fermion with charge material forming its coiled loop structure will have its constituent basic entities net direction in the direction of fermion movement proportional to the velocity of the fermion. The Axis of the basic entities in the magnetic field affect the travel direction of the charge structure of the fermion only to the degree that the charge structure of the fermion causes the field mediators to deflect their travel direction which also causes the charge structure to change travel direction. The field mediators will just realign their Axis to match that of the moving fermion if the influence is perpendicular to the Axis which is along the line of zero force. The influence on the Travel direction of the mediators making up the magnetic field can only be away from the plane of field propagation.

Fermions' driving effects are from the charge loop structure. Except for electrons and positrons, all basic fermions have associated m's (mediators/glue) but those mediators are seen in the mnp Model as depending on the coiled n's and p's to influence fields and receive effects from fields.

Charged Neutrinos

Neutrinos are seen as different in the mnp Model. The m's making up most of the neutrino have Axis perpendicular to travel, randomly oriented for essentially no resultant net Axis to influence or be influenced. So there will be no net effect by a magnetic field on the direction of the m's. The time of interaction with a neutrino is limited; in a fermion, the field can interact with many parts of many coils. In a neutrino, once a part of the neutrino passes it is gone.

The basic entities n's and p's that also make up charged fermions are seen as part of a hybrid neutrino. These n's or p's have Axis anti-parallel and parallel to the direction of Travel respectively and are the only part of the neutrino that will be attracted to align Axis with the magnetic field. They will be deflected slightly by magnetic field, but are not connected into the entirety of the neutrino the way the loops in a fermion are. The deflected n or p will initially not affect the neutrino except by Travel attraction. Travel is seen in the mnp Model as the strongest single interaction, but other factors interfere in a neutrino.

The basic charge entities in neutrinos are seen as significantly outnumbered by the m's so the deflected charge entities will have very little effect on the neutrino's travel direction. The deflected single n's or p's, or small groups of n's or p's are seen as likely, after a small deflection, to be attracted to the Axis of the neutrino's m's in the direction of the deflection. The n's or p's are likely to leave the neutrino, and in doing so will redirect some of the neutrino's m's back the other way. The author does not suggest that a conspiracy of neutrinos will EXACTLY balance out the resultant neutrino direction, but suggests change will be small and hard to detect.

The author suggests that neutrinos in the mnp Model can have charge entities but that magnetic fields tend to purify the neutrino rather than deflect it measurably. Though he suspects small influences may eventually be measured.

Appendix

Fermion Charge Structure Seen As Unified

In contrast to neutrinos ability to lose charge material, in a basic fermion, a charge entity that is part of a structural coiled loop is part of a coil that the mnp Models sees bound by the strongest force in the universe: a co-linear combination of Travel and Axis attraction. So an influence to one or more coil members will average the influence with all the other influences on the stranded coils rather than cause the entity to leave.

Spin Seen As Relevant Only to Fermions

The mnp Model sees spin as not a conserved property and not a property of fhotons or neutrinos but only as a property of fermions that have a charged loop structure. The imbalance in the coils of the loop given the fixed length of each of the six loops that make up the strand that forms the basic structure of a fermion by coiling and twisting leads to spin, and the capture of fhotons and neutrinos will change that coiling and so change the spin of the fermion. Geometry rather than a conserved property leads in the mnp Model to Spin.