THE PHYSICS DEEP
The search for a link between electricity and gravity is actively pursued by the scientific community. My contributions can be found in the following documents. A summary is outlined in a table below. A brief presentation is also available.
Presentation:
Connecting Fundamental Constants - pdf, 4 pages, 87KB
Connecting Fundamental Constants - pdf, 10 slides, 479KB
Detailed documents:
Magnetic Anomaly in Black Hole Electrons - pdf, 8 pages, 304KB
A
model for a black hole electron can be developed starting from three basic
constants: h, c and G. The result is a comprehensive description of the electron
with its own associated mass and charge. The precise determination of the
rotational speed of such a particle yields accurate numbers, within one or two
standard deviations, of all quantities, including one of the most critical
characteristics of the electron: its magnetic moment and its magnetic moment
anomaly.
Planck Permittivity and Electron Force - pdf, 7 pages, 344KB
The Planck permittivity is derived from the Planck time and becomes an
important parameter for the definition of a black hole model applied to Planck
quantities. The emerging particle has all the characteristics of a black hole
electron and a precise evaluation of its gravitational and electric force is now
possible.
Reality of the Planck Mass - pdf, 9 pages, 273KB
The Planck mass is not the elusive particle so often depicted, but it is the constituent part of each electron and neutrino. If the Planck mass is considered as a charged black hole, we find that the electron mass and charge are a natural corollary. The faster the rotation of the Planck mass the lower its measurable mass appears to be: at the speed of light we are left with a massless and chargeless particle that is identified with the neutrino and an extension in our world of such mass decrease is investigated. Finally, the interaction of the Planck charge with virtual particles present in the vacuum seems to yield the right charge for the d-quark and a negative fine structure constant seems to imply a speed faster than light.
Electric Field as Variation of Gravity - pdf, 12 pages, 525KB
Mass, in a quantum world, can be a fleeting event and the border between energy
and mass is non-existent. However the Planck time, which we would see also as a
dimensionless number, seems to place a limit on the measurable energy or mass. In addition, the rotation of this mass together with its electric and magnetic
condition appears to influence what is actually measured and we have,
with data from the quantum properties of the electron, an electric field
generated by the variation of a gravitational field.
Even the measurement of the constant of gravitation could be influenced by
moving masses, the faster the motion the higher the measured value.
A study of black hole features applied to a Planck particle yields new mathematical relationships among basic constants. The concept of time loses its meaning when going from our world to the black hole and an apparent dimensional mismatch may appear between quantities. The Planck time is numerically very close to the gravity to the electric force ratio in an electron: its difference, disregarding a 2½π factor, is only 0.2%. This is not a coincidence: they both refer to the same particle and the small difference is between a rotating and a non-rotating particle.
|
Initial data |
||
|
c = 299792458 h = 6.62606837306x10-34 G = 6.67291773245x10-11 |
||
|
Non-rotating Planck particle |
||
|
Planck time tp |
(π h G / c5)1/2 |
2.3950193x10-43 |
|
Planck mass M |
h / tp c2 |
3.0782613x10-8 |
|
apparent Planck mass M0 |
M tp1/2 |
1.5064683x10-29 |
|
Planck permittivity εp |
(tp / 4 π2)1/4 |
8.825459393x10-12 |
|
Planck charge Q |
M (4 π εp G)1/2 |
2.6481157x10-18 |
|
Rotating particle: initial electron |
||
|
Toroidal ratio of unitary force / unitary time Wu |
(2 π)4 Q u2 / tu |
1558.54545654 |
|
Initial fine str. const. α0 |
(tp Wu / Q2)1/2 |
7.295873293x10-3 |
|
Initial electron charge e0 |
Q / (2 / α0 - 1)1/2 |
1.602338233x10-19 |
|
Relations among fundamental constants |
||
|
Vacuum fine structure constants - two identical equations |
Solve: α3 - 2 α2 + 10-7 (2π)5 (π G/c3 h)1/2 = 0 α3 - 2 α2 + tp Wu / 2 ε0 h c = 0 |
7.2973525329x10-3 1.999973470768 -7.2708233006x10-3 |
|
G, with current known values - two identical equations |
(2 α2 (2 - α) ε0 / Wu )2 h c7 / π α2 (2 - α)2 (e / 4 π2)4 c5 / π h |
6.67291834x10-11 |
|
Electron data |
||
|
Electron fine structure constants α |
Solve: α2 - 2 α + tp Wu / e2 = 0 |
7.2973525329x10-3 1.99270264747 |
|
Permittivity ε0 |
εp / (α / α0)2 (1 - α / 2) |
8.8541878176x10-12 |
|
Mass me |
M0 (α / 2)1/2 (α / α0)12 (1 - α / 2)3/8 |
9.10938135x10-31 |
|
Charge e |
Q / (α / α0) (2 / α - 1)1/2 |
1.602176416x10-19 |
| Magnetic moment μe | (Qh/4πM0)(α0/α)5(2-α)8/(2-α0)8(1-α/2)¾ | 9.28476335x10-24 |
|
Electric force e2/4 π ε0 |
(α / 2) Q2 / 4 π εp |
2.30707692x10-28 |
|
Gravitational force
|
π ε 03 e2 (α / α0)32 (1 - α / 2)19/4 |
5.5372424x10-71 |
|
Gravitational/electric force ratio Fg / Fe |
tp (α / α0)24 (1 - α / 2)3/4 |
2.4001117x10-43 |
|
Magnetic moment/Bohr magneton ratio μe / μB |
(e0 / e)16 (1 - α / 2)1/8 |
1.00115965218103 |
|
Electric field from a gravitational field variation |
||
|
Materialization time te |
h / me c2 |
8.09329971x10-21 |
| Grav. field variation Δg | G me / te | 7.51067605x10-21 |
| Electric field e / 4 π ε0 |
Δg (M/Q)/(α/2)1/2 (α/α0)23 (1-α/2)1/4 |
1.43996435x10-9 |
The resulting numbers are within one or two standard deviations if compared with the latest 2006 CODATA listing. All results are obtained from three basic constants only: c, h, G.
