EM self-field theory

[tony_fleming]

G'day you guys

I feel like a long lost namad coming across an oasis; I've just found you after a wander through the deserts out there.

my Toe includes a novel approach (aren't they all) to electromagnetics; by taking electric and magnetic fields between centres of motion rather than between charge-points converts non-linear d.e's into linear d.e.'s including GR equations and the standard model equations (QCD, and QED).

non-linear to linear transformation

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take a point A(x_1,y_1) on a circe centre B (x_2, y_2) and allow the circle to roll along an X-axis; now we all know that the cycloid equation to point A is highly non-linear; so now if we take the point B, we find the problem has been converted into a linear problem;

now do this to E-fields and H-fields between charged points!

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this means that EMSFT is NOT a classical field theory and in fact one of the variables of motion that fall out of the formulation is Planck's 'constant'

the transformation leads to an analytic formulation of Maxwell's equations for self-fields such as those of atoms AND photons. EMSFT obtains the analytic solution fo the hydrogen atom.

some of this has been presented at biophysics conferences ( BEMS 2004 June washington, and European BEMS association, October 2004); the theory on a predicted photon chemistry can be applied to the strong and weak forces; a model of a nucleon can be incorporated inside the hydrogen atom model. the photon chemistry appears critical to understanding the cell cycle (applications to cancer etc)
http://cancerres.aacrjournals.org/cg...full/64/9/3288


you'll find a website at www.biophotonicsresearchinstitute.com which is gathering dust while www.unifiedphysics.com is being set up. (we all think we're the first with a TOE huh?

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Site Map for www.unifiedphysics.com

Self-field theory is a linear mathematical technique that solves Maxwell’s Equations and covers four main linear fields:

EM self-field theory (EMSFT)
weak nuclear self-field theory (SNSFT)
strong nuclear self-field theory (WNSFT)
gravitational self-field theory (GSFT)

These field theories raise a number of comparative studies
QCD vs SNSFT
QED vs WNSFT
EM vs EMSFT
SR vs EMSFT
GR vs EMSFT

Each field theory is linear and contains a line of research in the following areas:

history of the unified self-field theory
unification of forces

mathematical research areas

uncertainty principle
relativity
quantum and continuous physics
beyond quantum
dynamic balance

photon chemistry
Bose-Einstein condensates

particle physics:
boson
gluon
pentaquark
nucleon

gravitation
black hole/white hole
cosmic dynamics
gravitational forces (four of them, at least)
possible multiverse theories
a new form of tired light and the redshift/inflation theories

biology
cellular dynamics
disruption of cancer replication
homeopathy and the predicted photon chemistry
biological dielectric theory, both endogenous and expogenous
long-term memory
a range of neurological and cellular mechanisms

[tony_fleming]

hi

www.unifiedphysics.com is up and running BUT it's a work in progress so each page of possibly 100's will take about a week or so to develop, so please have patience. We'll let you know from time to time which pages have been added. At this stage just have a browse and get acquantied qith the style of the pages and let us know if you think we can do things better somehow.

cheers Tony

[tony_fleming]

EMSFT is a true 'field' theory being based on Maxwell's 1st order differential equations and not on potential theory. EMSFT uses the E- and H- fields compared to quantum field theory (QFT) based on the wave equations with their vector and scalar potentials, derived from Maxwell's equations by a vector manipulation called gauge theory, a subtle and complex form of mathematics. Distinctions between EMSFT and QFT thus derive from the degree and number of equations being solved. This concerns the mathematical complexity needed, with major differences of analytic and numerical methods used in a particular application. We may think of the simplicity of the numerical solution to partial differential equations compared with that of integral equations. Since the fields in EMSFT use 'centre-of-motion' coordinates they can also convert the underlying problem into linear form by applying a tensorial form of square root as the tensor has a diagonal structure. A major difference between EMSFT and QFT is that self-field theory relies on a special periodic solution that QFT does not employ, the self-fields, responsible for atomic structures and other self-systems. Both EMSFT and QFT apply widely to areas such as particle physics, cosmology, and optics, to name a few.

[Robert]

hi

www.unifiedphysics.com is up and running BUT it's a work in progress so each page of possibly 100's will take about a week or so to develop, so please have patience. We'll let you know from time to time which pages have been added. At this stage just have a browse and get acquantied qith the style of the pages and let us know if you think we can do things better somehow.

cheers Tony

Hi Tony. I like your website. It looks like it has a lot of potential for education people on unified theories and related matters. I've added your website to my latest link manager that I hope to release before the day is over. Good luck.

Regards,
--Robert

[tony_fleming]

hi robert, thanks for the kind words about the website; btw, i luuuvvv your efforts too you and the others at toequest; i must find out what made you set the site up someday. and thanks for the link. i think the SFT is the real deal but then don't we toequesters all think that?? i'll try to keep each page at the site as educational as i can. us 'prophets' are sure grateful to you guys.

kind regards

tony

ps your photo reminds me of a mate i knew back in the sixties who was a martial arts fanatic and into 'fate' (your journal entry); he read this book about a guy who lived his life by the role of a dice! true dinks! (aussie for 'that's the goddam truth')

[tony_fleming]

in self-field theory, there are TWO balancing forces, electric AND magnetic,, that are set up by the motions of the electron AND the proton. we treat the proton initially as a single point-charge and not three interacting quarks. so we IGNORE the strong forces inside the nucleus (initially). we find that a certain form of E-field 'spinorl' solution that was suggested by Von Hippel in the 1950's

E=q*exp(j*phi)/(4*pi*eps0*r^2)*r_unit_vector

(sorry don't know how to insert this as latex eqn!! help-anyone??)

(see paper at www.unifiedphysics.com )

this on spinor equation satisfies one of Maxwell's divergence equations. using the two Maxwell curl equations, we find that this E-field solution is 'consistent' in that the
forms 'cycle' through the two curl equations; this is an insight into a 'self-field' solution. if the period associated with the self-field is satisfied, we get a self-sustaining solution, PROVIDED we sort out the H-field as well. i.e. TWO 'spinors', one for each field. (the term spinor is used contra to its current usage as only a unit mathematical form; these physical spinors are really just rotating vectors, but the term is very descriptive)

so we then insert TWO forms again into maxwell's curl equations, this time in an attempt to satisfy the four unknown variables associated with teh two spinors, one for the E-field and one for the H-field associated with each particle's motion. We end up with 4 eqns in four unknowns which we can solve to obtain the full solution of the hydrogen atom.

[tony_fleming]

I am pleased to send you all the glad tidings that my paper on the EM
self-field theory has finally been accepted after a three-year review period
by Physics Essays for publishing in that peer-review journal. This is a
paper that can be found at the website
http://www.unifiedphysics.com/latest_news.htm.
Please read the entire website carefully. I ask you all to download and
examine the hydrogen atom work as it discusses a number of fundamental
issues including the mathematics of physics problems in a way
that now gives us another 'view' of the physics apart from quantum
mechanics.