[General] Axes plots

John Williamson John.Williamson at glasgow.ac.uk
Tue Jun 23 03:35:34 PDT 2015


Hi Andrew,

No. The twist comes form the base equations  - its not a "knob"  but a consequence of the underlying thing the differential equations are describing. Each differential is a (precise) quarter turn in some space. Further, you need to join at integer wavelengths to minimise energy. Higher twist objects (2 - 3 ans so on) also need to minimise energy. Physically this means aligning spin axes. there are actually only so many real dimensions to go round (despite the idiocies of string theory).

Regards, John.
________________________________
From: General [general-bounces+john.williamson=glasgow.ac.uk at lists.natureoflightandparticles.org] on behalf of Andrew Meulenberg [mules333 at gmail.com]
Sent: Tuesday, June 23, 2015 11:28 AM
To: Nature of Light and Particles - General Discussion
Cc: Nick Bailey; Anthony Booth; Manohar .; Ariane Mandray; David Mathes
Subject: Re: [General] Axes plots

Dear John W. and all,

If you start with a circularly-polarized photon, give it one full twist per wavelength (to 'unwind' it), and then close it at any point, could you not create the out-going E-field that we attribute to the electron or positron? However, since there is no reason to join the twisted photon only at integer wavelengths, then the electron would not have fixed properties. The only thing fixed would be the amount of twist per wavelength. What causes the photon twist in any of the models and, if the above model is correct, why don't we have particles with a continuum of charge (and spin?) values?

Andrew
__________________________________


On Tue, Jun 23, 2015 at 12:19 AM, John Williamson <John.Williamson at glasgow.ac.uk<mailto:John.Williamson at glasgow.ac.uk>> wrote:
Here are some using a set of axes, as in the POS paper circulated earlier

Torfieldrock just shows three views of a positron.

Torfieldsinglemin0.4 is just a simple double loop. Not too busy.

Trockrevert is similar to the first, but with a glass torus.

Cheers, John.

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