Advanced Flat Earth Theory

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sandokhan

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Re: Advanced Flat Earth Theory
« Reply #450 on: December 10, 2017, 03:19:14 AM »
WHITTAKER SCALAR POTENTIAL WAVES

"E.T. Whittaker is one major player and part of 20th century physics akin to Poincare or Lorentz. Whittaker was, in 1954, selected by the Fellows of the Royal Society to receive the Copley Medal, the highest award granted by the scientific Royal Society of London, "for his distinguished contributions to both pure and applied mathematics and to theoretical physics". Back in 1931 Whittaker had received the Royal Society's Sylvester Medal "for his original contributions to both pure and applied mathematics"."

The achievements of the 1903 and 1904 papers published by Whittaker:

A scalar potential is comprised of a lattice of bidirectional longitudinal waves (ether/Tesla strings).

Electromagnetic or gravitational fields and waves can be decomposed into two scalar potential functions.

The unification of quantum mechanics, general relativity, ether theory into one single subject: ELECTROGRAVITY.

How to construct a scalar interferometer: a standing scalar wave structure.

An extended version of the Aharonov-Bohm effect.

The discovery of the fact that internal EM is generally completely inside the scalar potential, existing as “infolded” harmonic sets of EM antiparallel wave/antiwave pairs.   This internal EM was in Maxwell’s original quaternion equations.

The superluminal speed of gravitational waves.













"Whittaker proved the existence of a "hidden" set of electromagnetic waves traveling in two simultaneous directions in the scalar potential of the vacuum -- demonstrating how to use them to curve the local and/or distant "spacetime" with electromagnetic radiation. This key Whittaker paper thus lays the direct mathematical foundation for an electrogravitic theory/technology of gravity control.
 
In the second paper, Whittaker demonstrated how two "Maxwellian scalar potentials of the vacuum" -- gravitationally curving spacetime -- could be turned back into a detectable "ordinary" electromagnetic field by two interfering "scalar EM waves"... even at a distance."

Whittaker accomplished this by demonstrating mathematically that,

"the field of force due to a gravitating body can be analyzed, by a spectrum analysis’ as it were, into an infinite number of constituent fields; and although the whole field of force does not vary with time, yet each of the constituent fields is an ondulatory character, consisting of a simple-disturbance propagated with uniform velocity ... [and] the waves will be longitudinal (top) ... These results assimilate the propagation of gravity to that of light ... [and] would require that gravity be propagated with a finite velocity, which however need not be the same as that of light [emphasis added], and may be enormously greater ..."

“Whittaker, a leading world-class physicist himself, single-handedly rediscovered the "missing" scalar components of Maxwell's original quaternions, extending their (at the time) unseen implications for finally uniting "gravity" with the more obvious electrical and magnetic components known as "light."

"In 1903-1904 E.T. Whittaker published a fundamental, engineerable theory of electrogravitation (EG) in two profound papers. The first (W-1903) demonstrated a hidden bidirectional EM wave structure in the scalar potential of vacuum, and showed how to produce a standing scalar EM potential wave -- the same wave discovered experimentally four years earlier by Nikola Tesla.

W-1904 shows that all force field EM can be replaced by interferometry of two scalar potentials, anticipating the Aharonov-Bohm effect by 55 years and extending it to the engineerable macroscopic world. W-1903 shows how to turn EM into G-potential and directly engineer the virtual particle flux of ether. W-1904 shows how to turn G-potential back into force-field EM, even at a distance."

E.T. Whittaker, "On the Partial Differential Equations of Mathematical Physics," Math. Ann., Vol. 57, 1903, p. 333-355 (W-1903)

http://www.cheniere.org/misc/Whittak/ORIw1903.pdf

E.T. Whittaker, "On an Expression of the Electromagnetic Field Due to Electrons by Means of Two Scalar Potential Functions," Proc. Lond. Math. Soc., Series 2, Vol.1, 1904, p. 367-372 (W-1904)

http://hemingway.softwarelivre.org/ttsoares/books_papers_patents/books%20papers%20patents%20(scientis/whittaker/whittaker%20et%20-%20on%20an%20expre.pdf

"In his 1903 paper Whittaker showed that a standing scalar potential wave can be decomposed into a special set of bidirectional EM waves that convolute into a standing scalar potential wave.

The very next year, Whittaker's second paper (cited above) showed how to turn such G potential wave energy back into EM energy, even at a distance, by scalar potential interferometry, anticipating and greatly expanding the Aharonov-Bohm effect. Indeed, Whittaker's second paper shows that the entire present force-field electromagnetics can be directly replaced with scalar potential interferometry. In other words, scalar EM includes and extends the present restricted vector subset of Maxwell's original theory.
 
Specifically, any EM force field can be replaced by two scalar potential fields and scalar interferometry. The combination of this paper and the 1903 Mathematische Annalen paper not only includes the Aharonov-Bohm effect, but specifies a testable method for producing a macroscopic and controlled Aharanov-Bohm effect, even at large distances."


The seminal Aharonov-Bohm paper:

https://journals.aps.org/pr/pdf/10.1103/PhysRev.115.485

"In 1959 two physicists, Yakir Aharonov and David Bohm, conducted a seminal "electrodynamics" laboratory experiment ("Significance of Electromagnetic Potentials in Quantum Theory," The Physical Review, Vol. 115, No. 3, pp. 485-491; August, 1959). Aharonov and Bohm, almost 100 years after Maxwell first predicted their existence, succeeded in actually measuring the "hidden potential" of free space, lurking in Maxwell's original scalar quaternion equations. To do so, they had to cool the experiment to a mere 9 degrees above Absolute Zero, thus creating a total shielding around a superconducting magnetic ring [for a slightly different version of this same experiment; the oscillation of electrical resistance in the ring is due to the changing electron "wave functions" -- triggered by the "hidden Maxwell scalar potential" created by the shielded magnet].

Once having successfully accomplished this non-trivial laboratory set up, they promptly observed an "impossible" phenomenon:

Totally screened, by all measurements, from the magnetic influence of the ring itself, a test beam of electrons fired by Aharonov and Bohm at the superconducting "donut," nonetheless, changed their electronic state ("wave functions") as they passed through the observably "field-free" region of the hole -- indicating they were sensing "something," even though it could NOT be the ring's magnetic field. Confirmed now by decades of other physicists' experiments as a true phenomenon, this "Aharonov-Bohm Effect" provides compelling proof of a deeper "spatial strain" -- a "scalar potential" -- underlying the existence of a so-called magnetic "force-field" itself.”"

Subquark G force:

https://www.theflatearthsociety.org/forum/index.php?topic=30499.msg1852870#msg1852870


The Tunguska explosion is an experimental proof of the existence of the Whittaker scalar potential waves.

« Last Edit: May 09, 2018, 02:41:48 AM by sandokhan »

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sandokhan

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Re: Advanced Flat Earth Theory
« Reply #451 on: December 11, 2017, 01:22:34 AM »
WHITTAKER SCALAR POTENTIAL WAVES II


The hidden structure of the electrogravitational potential is a set of bidirectional longitudinal waves.

These waves constitute/make up the electrogravitational potential.

The electrogravitational field is an effect caused by the em/g potential.

The bidirectional waves: time and anti-time, entropy and negentropy, normal thermodynamics and reverse thermodynamics, dextrorotatory strings and laevorotatory strings.

The time wave is the gravitational wave.

Tesla used only this hidden structure of the potential to transmit energy.

The original Maxwell equations expressed in quaternion form contained both the vector field and the scalar potential.


During the Chicago World's Fair of 1893, the Westinghouse exhibit set up by Tesla was visited by Hermann von Helmholtz, the first director of the Physico-Technical Institute of Berlin and one of the leading scientists of his time. When Tesla "asked the celebrated physicist for an expression of opinion on the feasibility of the [transmission] scheme. He stated unhesitatingly that it was practicable." In 1897, Lord Kelvin visited New York and stopped at the Tesla laboratory where Tesla "entertained him with demonstrations in support of my wireless theory."

Suddenly [Kelvin] remarked with evident astonishment: 'Then you are not making use of Hertz waves?'

'Certainly not', I replied, 'these are radiations.' ... I can never forget the magic change that came over the illustrious philosopher the moment he freed himself from that erroneous impression. The skeptic who would not believe was suddenly transformed into the warmest of supporters. He parted from me not only thoroly convinced of the scientific soundness of the idea but strongly exprest his confidence in its success."




"Whittaker 1904 showed that all EM fields and waves can be decomposed  into two scalar potential functions. It follows that, by assembling  two such scalar potential functions in beams, one can produce a  "scalar potential interferometer" where the potential beams intersect  at a distance. In that interference zone, ordinary transverse EM  fields and energy appear."

"Whittaker, a leading world-class physicist himself, single-handedly  rediscovered the "missing" scalar components of Maxwell's original  quaternions, extending their (at the time) unseen implications for  finally uniting "gravity" with the more obvious electrical and  magnetic components known as "light." In the first paper, Whittaker  theoretically explored the existence of a "hidden" set of  electromagnetic waves traveling in two simultaneous directions in the  scalar potential of the vacuum -- demonstrating how to use them to  curve the local and/or distant aether with electromagnetic  radiation. This key Whittaker paper thus lays the direct  mathematical foundation for an electrogravitic theory/technology of  gravity control. In the second paper, Whittaker demonstrated how two  "Maxwellian scalar potentials of the vacuum" -- gravitationally  curving aether -- could be turned back into a detectable "ordinary"  electromagnetic field by two interfering "scalar EM waves"... even at  a distance. "

"A "scalar" potential is a  bundle of bidirectional longitudinal waves, as shown by Whittaker in  his 1903 paper which stated that a standing scalar potential wave can  be decomposed into a special set of bidirectional EM waves that  convolute into a standing scalar potential wave. As a corollary, a set  of bidirectional EM waves, stress waves, can be constructed to form a standing scalar potential wave in space.  Since all potentials represent trapped energy density of vacuum, they  are gravitational in nature.

Because it represents a "standing wave"  whose magnitude represents the variation in the local energy density  of the vacuum, the Whittaker scalar potential wave represents a  standing wave of variation in the local curvature of vacuum, sharply  in contradiction to the assumptions of present electromagnetics and  general relativity. It also represents a standing wave of the  variation of the local gauge.

Turning G-Potential Back to EM
The very next year, Whittaker's second paper showed how to turn such  Gpotential  wave energy back into EM energy, even at a distance, by scalar  potential interferometry, anticipating and greatly expanding the  Aharonov-Bohm effect. Indeed, Whittaker's second paper shows that the  entire present force-field electromagnetics can be directly replaced  with scalar potential interferometry. In other words, scalar EM includes and extends the present restricted vector subset of Maxwell's  original theory.

In 1903-1904 E.T. Whittaker (W)  published a fundamental, engineerable theory of electrogravitation  (EG) in two profound papers. The first (W-1903) demonstrated a hidden  bidirectional EM wave structure in the scalar potential of vacuum, and  showed how to produce a standing scalar EM potential wave -- the same wave experimentally four years earlier by Nikola Tesla.  W-1903 is a hidden variable theory that shows how to deterministically  curve the local and/or distant aether using EM. W-1904 shows that all force field EM can be replaced by interferometry of two scalar  potentials, anticipating the Aharonov-Bohm effect by 55 years and  extending it to the engineerable macroscopic world. W-1903 shows how  to turn EM into G-potential, curve local and/or distant aether,  and directly engineer the virtual particle flux of vacuum. W-1904 shows how to turn G-potential and curvature of aether back into  force-field EM, even at a distance. The papers implement Sakharov's  1968 statement that gravitation is not a fundamental field of nature,  but a conglomerate of other fields. Separately applied to electromagnetics (EM), quantum mechanics (QM), and general relativity  (GR), an extended superset of each results. The three supersets are  Whittaker-unified, so that a testable, engineerable, unified field  theory is generated. EM, QM, and GR each contained a fundamental error  that blocked unification, and these three errors are explained. The  Schroedinger potential can also be structured and altered, indicating the direct engineering of physical quantum change. Recently Ignatovich  has pointed out this hidden bidirectional EM wave structure in the  Schroedinger potential, without referencing Whittaker's 1903 discovery  of the basic effect.

http://inspirehep.net/record/253823/files/JINR-E4-87-880.pdf

The following is an extremely simplified summary of what scalars are,  how they relate to Maxwell's equations, an explanation of how to unify  the three major disciplines of physics, specify what's wrong with the  three present versions of those disciplines that has prevented their  unification, and how this was in Maxwell's original quaternion equations (some 200 of which are actually his theory, not the pale  four vector equations written by Heaviside and Gibbs which misses the  boat with respect to structured scalars.

Physically a scalar thing is a thing that (1) is a  vector in time, which is hidden from direct observation, (2)  externally is just a magnitude spatially, and (3) has an internal spatial vector structure, and therefore a hyperspatial or virtual-  state vector structure. A vector is a thing in motion in a dimension  (through a frame), whether in space, hyperspace, or time. Rigorously  it is not possible to exclusively separate the notions of vector and  scalar, because any scalar, to persist, is automatically a vector in  time.

These concepts or vector and scalar are normally not nearly so well  clarified in standard physics and mathematics texts, unfortunately.

From a physics viewpoint, one of the big problems with the present  vector mathematics --  which is well-known not to be a complete system  of mathematics in the first place --  is that the presence of a bunch  of vectors that sum to zero is just treated as a zero or absence of  any vectors at all. That is, the absence of any internal vectors at  all is made synonymous to the presence of a bunch of internal vectors  that are fighting each other to a draw. What this does is throw away  the internal energy and internal ordered structuring of the medium --  specifically, the energy of all the vector fighters that is continually going on inside the local medium -- inside spacetime  itself. Physically that's quite wrong, and one is throwing away  exactly half the energy of the situation. There is a very real  physical difference between a system of real vectors that fight to a  draw and so do not translate en masse, and the absence of any vectors  and vector-fighting at all. The difference is composed of stress and  its internal vector patterns -- the internal energetic engines in  local spacetime and local rest mass -- in short, the energy trapped in the local medium.

The Aharonov-Bohm effect, where potentials alone can interfere, even  in the absence of EM force fields, and produce real force effects in  charged particle systems. That is, the sole agent of the interference  of scalar potentials can induce EM changes, according to the  experimentally proven Aharonov-Bohm effect, even in the total absence  of EM force fields.

Since 1959, it has been known in quantum mechanics that the EM force  fields are not primary agents at all. We know that classical EM theory  is completely wrong on this. QM shows that it's the potentials that  are primary, not the force fields. In fact, it can be shown that the E-  field and B- field do not exist as such in vacuum; only the potential for the E-field and the B-field exist in vacuum. Feynman pointed that  out, but nearly all of his modern cohorts seem not to have recognized  that fact. Indeed, vacuum is just a conglomerate of potentials,  nothing more, nothing less.

To sum this up another way: The present vector analysis (as applied to electromagnetics) discards the internal, trapped EM energy of local  aether. Now if the internal trapped energy of spacetime varies from  place to place, that is called a curved aether, relativistically  speaking. And when the aether is curved, there is communication of  energy between the internal, infolded, virtual EM energy state and the external, translating, observable EM energy state. Curved one way, the  local aether is a sink, with external energy pouring into it  continually, and disappearing from observation of the external state.  Curved the other way, the local aether is a source, with energy  pouring out of it continually, and appearing in observation in the  external state.

What the present vector system of EM does, therefore, is throw out the  ability to use the very strong EM force as an agent to curve local aether. The very mathematics itself, a priori, assumes and  guarantees a locally flat aether. And in an uncurved region of aether, for example, you are never going to make an over-unity  machine -- a so-called "free energy" machine that will give you more  energy out than you put in -- because the application of the vector  theory a priori guarantees the elimination of any hidden sources from  the local aether medium. If you're going to tap the trapped  vacuum energy, and make a so-called "free energy" device, you're going  to have to curve the local aether. That is the only way to produce  a local energy source in the vacuum, from which a current issues.  Notice that, when we put a paddlewheel in a river, we produce a free  energy device because we tap some of the energy in the flow. But we  tap a current, we do not just tap a potential per se. The entire  secret of tapping vacuum energy, to build a free energy device, is to  produce a current in the local vacuum potential that is self-  sustained, and then tap that current.

So the present EM theory throws away exactly half of the energetics of  the situation involved. From time to time yet another physicist  discovers that astonishing fact, and publishes a paper on it to point  it out. Nobody does anything about it, however, because no one has the  foggiest notion of what to do. So everybody just lets it pass and  nothing is changed.

Let us go into details and describe the physics of the Whittaker  internalized EM energy structure of the scalar potential. Fundamental  changes are made to two "untouchable" primary sciences: general  relativity and quantum mechanics. In so doing, one unites and extends  both of them into a common unified approach, and drastically enriches the present conception of the physical exchanges in, of, between,  among, and within physical systems. The foundations changes to general  relativity allow the incorporation of a hidden variable theory (the  Whittaker internalized EM energy structure of the potential).

In a scalar EM potential the EM energy communicates vertically, which  is harmonic translation of frequency energies, or time-wise. The time-wise two-wave EM energy communication represents a stress upon the  rate of flow of local observer time; hence it represents gravitational  stress. Further, the local rate of flow of time is determined by this  local time-stress of vacuum potential. One can easily engineer the  harmonic bidirectional wave structure of the vacuum potential When one  does so, then one also (1) curves local aether, (2)  deterministically structures that local curvature with selected hidden-variable EM engines, (3) changes the local rate of flow of time, (4) gravitationally affects local systems, and (5) dynamically structures that local gravitational change to affect different system structures at will."


« Last Edit: December 11, 2017, 01:30:52 AM by sandokhan »

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sandokhan

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Re: Advanced Flat Earth Theory
« Reply #452 on: December 11, 2017, 05:49:50 AM »
WHITTAKER SCALAR POTENTIAL WAVES III

"Whittaker figured out using partial differential equations what the waveform structure functions and dynamics of gravitational field effects are. And he demonstrated in his papers that gravitational field effect is a product of finer scale interactions. It has a waveform, it can be mitigated by the imposition of external forces, it is predictable and it operates according to certain rules."

"Whittaker’s decomposition of potentials and fields. In 1903 and 1904, E. T. Whittaker published two fundamental papers of interest to (i) the "infolding" of longitudinal wave (LW) electrodynamics inside the scalar potential, and also (ii) the expression of any EM field or wave as comprised of two potentials with appropriate differential functions applied.

For any EM field or wave: Suppose the two potentials are taken as scalar potentials (as advanced by Whittaker in 1904), and each of these two “basis potentials” is also first decomposed into longitudinal EM waves as shown by Whittaker in 1903, and then the appropriate differential functions are applied to each of the two decompositions, yielding the necessary EM field or wave pattern. Then all EM potentials, fields, and waves are shown (i) to be sets of ongoing EM energy flows in the form of longitudinal EM waves comprising the basis scalar potential(s), and (ii) to be comprised of internal longitudinal EM waves and strong internal structuring.

Scalar Interferometry: It follows that longitudinal EM wave interferometry (e.g., interfering the inner structures of two scalar potential beams in a distant interference zone in space), can create any known EM field or wave or pattern."

The hidden internal wave structures exist in all scalar potentials.

For example, Ziolkowski has pointed out what is actually Whittaker's 1903 infolded bidirectional planar waves inside the acoustic scalar wave, in work on acoustic missiles.

[See Richard Ziolkowski, "Localized transmission of wave energy," Proc. SPIE Vol. 1061, Microwave and Particle Beam Sources and Directed Energy Concepts, Jan. 1989, p. 396-397. Ed.] A Soviet scientist, Ignatovich, has pointed out the same remarkable bidirectional wave structure inside the scalar potential associated with the Schroedinger wave equation itself. [See V.K. Ignatovich, "The remarkable capabilities of recursive relations," American Journal of Physics, Vol. 57, No. 10, Oct. 1989, p. 873-878. Ed.]

Richard W. Ziolkowski, "Exact Solutions of the Wave Equation With Complex Source Locations," Journal of Mathematical Physics, Vol. 26, 1985, p. 861; "Localized Transmission of Wave Energy," Proc. SPIE, Vol. 1061, Microwave and Particle Beam Sources and Directed Energy Concepts, 1989, p. 396-397; "Localized Transmission of Electromagnetic Energy," Physical Review A, Vol. 39, p. 2005; "Localized Wave Transmission Physics and Engineering," Physical Review A, 1992, (in Press); "Localized wave transmission physics and engineering," Proc. SPIE Conference on Intense Microwave and Particle Beams II, Los Angeles, CA, vol. 1407, Jan. 1991, p. 375-386. See Richard W.Ziolkowski, Amr M. Shaarawi, and Ioannis M. Besieris, Nuclear Physics B (Proc. Suppl.), Vol. 6, 1989, p. 255-258; R.W. Ziolkowski, and D.K. Lewis, D.K., "Verification of the Localized Wave Transmission Effect," Journal of Applied Physics, Vol. 68, 1990, p.6083; Richard W. Ziolkowski, Ioannis M. Besieris, and Amr M. Shaarawi, "Localized Wave Representations of Acoustics and Electromagnetic Radiation," Proceedings of the IEEE, 79(10), Oct. 1991, p. 1371-1378; I.M. Besieris, A.M. Shaarawi, and R.W. Ziolkowski, "A bidirectional travelling plane wave representation of exact solutions of the scalar wave equation," Journal of Mathematical Physics, 30(6), 1989, p. 806; A.M. Shaarawi, I.M. Besieris, and R.W. Ziolkowski, "A novel approach to the synthesis of nondispersive wave packet solutions to the Klein-Gordon and the Dirac equations," Journal of Mathematical Physics, 31(10), 1990, p. 2511; "A nondispersive wave packet representation of photons and the wave-particle duality of light," UCRL-101694, Lawrence Livermore National Laboratory, Livermore, CA, 1989; "Diffraction of a classical wave packet in a two slit interference experiment," UCRL-100756, Lawrence Livermore National Laboratory, Livermore, CA 1989; "Localized energy pulse trains launched from an open, semi-infinite, circular waveguide," Journal of Applied Physics, 65(2), 1989, p. 805; R.W. Ziolkowski, D.K.Lewis and B.D.Cook, "Experimental verification of the localized wave transmission effect," Physical Review Letters, 62(2), 1989, p. 147; R.W. Ziolkowski and D.K. Lewis, "Verification of the localized wave transmission effect," Journal of Applied Physics, 68(12), 1990, p. 6083; M.K. Tippett and R.W. Ziolkowski, "A bidirectional wave transformation of the cold plasma equations," Journal of Mathematical Physics, 32(2) 1991, p. 488; A.M. Vengsarkar, I.M. Besieris, A.M. Shaarawi, and R.W. Ziolkowski, "Localized energy pulses in optical fiber waveguides: Closed-form approximate solutions," Journal of the Optical Society of America A, 1991.

https://vtechworks.lib.vt.edu/bitstream/handle/10919/47018/1.528301.pdf?sequence=1

https://iri.columbia.edu/~tippett/pubs/Tippett1991.pdf

"Question So how about general relativity? How does it fit in?

A:  A similar thing also happened to general relativity, believe it or not! Einstein unwittingly restricted general relativity to a subset of the theory he intended to write. This over-restriction was again an indirect result of the fundamental Heaviside/Gibbs error in electromagnetics.

Unfortunately, Einstein's view of electromagnetics approximated the classical view. In classical EM theory, EM and gravitation were mutually exclusive. That is, the strong EM force was not usable as an agent to curve spacetime.

Therefore, as a curvature agent, Einstein only considered the weak gravitational force due to the attraction of mass. Now the G-force is far, far weaker than the E-force. For two electrons, for example, the attractive G-force between them is on the order of only 10exp-42 times as strong as the electrical repulsion. The G-force is very, very weak! If only the weak G-force is considered for curving spacetime, then there will never be an observable spacetime curvature, except in the immediate vicinity of a very large mass - such as on the surface of the sun or a star.

Einstein reasoned that the laboratory, and the observer/scientist and instrument, would never be on the surface of the sun or of a star. Therefore, he reasoned, the local spacetime -- where the lab, the observer, and the instruments are -- would never be curved. The local spacetime would always be flat.

Unfortunately, Einstein then made a fundamental error. He overgeneralized his thought examination. He stated one of his fundamental postulates of general relativity as "The local spacetime is always flat." This is overly restrictive, and did not follow from his thought process. His postulate can be more accurately stated as follows "The local spacetime is always flat, whenever only the weak gravitational force is used for the agent of curvature and the local region of interest is not near a large collection of mass."

Notice the difference in the two statements of the postulate. Einstein's overstatement does not allow the far stronger EM force to be used for curvature. In effect, his own overstatement excluded electromagnetics from curvature unity with gravitation, in his own general relativity theory. Ironically Einstein then tried for the rest of his life to fit electromagnetics back in there - never realizing that his own too-strenuous statement of the flat local spacetime postulate doomed all his efforts to failure.

On the other hand, the corrected statement of his postulate admits the following corollary "When a very strong force such as the electromagnetic force is used for the agent of curvature, the local spacetime may be curved, even though the local region of interest is not near a large collection of mass."

As can be seen, Einstein unwittingly wrote only a subset of his intended theory. Correct restatement of his overstated postulate of uncurved spacetime dramatically extends general relativity, and unites it with electromagnetics in a unified field theory."

"Whittaker showed that a scalar EM potential is comprised of bidirectional EM wave pairs, where the pairs are harmonics and phase-locked together. In each coupled wave/antiwave pair, a true forward-time EM wave is coupled to a time-reversal of itself -- its phase conjugate replica antiwave.

To understand scalar EM, as we said, you must understand that there are actually two kinds of electromagnetics. One is -- so to speak -- only on the external "surface magnitude' of the vacuum potential, and the other is in the interior of the vacuum potential. The exterior kind is spatial in nature; the interior kind is hyperspatial in nature.
The exterior kind of EM is caused or due to the potential magnitudes and their gradients, interacting with charged particles (forcefields); that's the "normal" kind. In that kind the theoretical EM model's focus is on the forcefields as causes, with the potentials themselves just regarded as mathematical conveniences. Certainly that "normal" EM does not contain any sort of organized EM structure inside, and composing, the scalar EM potential. It just models the scalar potential at a point as a magnitude, and the vector potential at a point as a magnitude and direction. Notice it thus models only local action; it does not model any sort of action at a distance. The EM action is considered -- and described in the classical EM model -- as existing at a point in space and time. Further, the local spacetime itself is considered not to have any direct causative EM interaction there. In other words, there are assumed to be no local vacuum engines -- no Whittaker activation of mass or the local vacuum.

There's also an internal EM, normally completely inside the scalar potential, which exists as "infolded" harmonic sets of EM antiparallel wave/antiwave pairs. Whittaker 1903 describes that kind of EM. This internal EM was in Maxwell's original quaternion equations, hidden in the scalar component resultant that remained when the directional components of quaternions interacted to form directional zero resultants. The scalar component resultant of the interaction often still remained, and infolded inside itself (i.e., it then consisted of) scalar and vector functions of the yet-present-and-interacting component vectors.

Today that part of Maxwell's original theory just appears in classical EM Heaviside/Gibbs theory as a vector zero resultant, which is erroneously discarded as if it were a complete absence of EM. It is no such thing; it is merely the absence of EM translation of charged particles. It indeed is a patterned EM-induced gravitational stress in local spacetime, and it is a little "vacuum engine" capable of working directly on the atomic nucleus. If you want to know what all the fuss about the difference between Maxwell's 200-odd quaternion equations EM theory and the Heaviside/Gibbs four vector equations curtailment/subset, just look at the difference between a zero vector result and a quaternion resultant, in an interaction where the vector resultant is zero but the scalar component of the quaternion resultant remains. Specifically, look mathematically at the internal functional nature of that remaining scalar resultant -- the part that's thrown away in the present theory.

Note that the internal EM is more than just a model of conditions at a point. In addition to that, it prescribes a hyperspatial, bidirectional flow of EM transverse wave energy at the point, into and out of it, into it from afar and away from it back to afar, on an infinite number of phase-locked frequencies. In other words, the internal EM energetically connects conditions at a point with essentially all the other points in the universe. And when we interfere two such scalar potentials, we are actually interfering both of those sets of an infinite number of bidirectional EM waves. (See Whittaker's second paper, 1904). It doesn't matter where the interference zone occurs; it can be a million miles away, or a light-year away. The interference accomplishes "outfolding," and creates "normal" or "exterior" EM effects. Specifically, it creates force fields and patterns of them -- both static and dynamic -- on charged particle systems. The internal EM thus prescribes and models action at a distance, and incorporates the "normal" exterior EM as a special case of local scalar interferometry. Whittaker rigorously proved this mathematically.

To first order, the G-potential is a function of the trapped local EM energy density of the vacuum (bidirectional longitudinal waves).

Not only is the mass potential a scalar EM potential, but it is also a gravitational potential. Note that the concept of the mass potential is a unifying field concept, for unifying gravity and EM fields.

The beauty of the mass potential concept is fourfold: (1) Now mass has a universal kind of organized EM internal structure, given by Whittaker's 1903 paper, that comprises the mass in the first place, (2) the hidden internal EM structure of the mass potential can be changed and engineered at will, electromagnetically, by external means and directly, (3) we now have direct electrogravitation, opening up the vista of directly engineering antigravity.







E.T. Whittaker, "On the partial differential equations of mathematical
physics," Mathematische Annalen, Vol 57, 1903, pages 333-355. 
 
  "In this paper Whittaker demonstrates that all scalar EM potentials have
  an internal, organized, bidirectional EM plane-wave structure. Thus
  there exists an electromagnetics that is totally internal to the scalar
  EM potential. Since vacuum/spacetime is scalar potential, then this
  internal EM is in fact "internal" to the local potentialized vacuum/
  aether."

E.T. Whittaker, "On an expression of the electromagnetic field due to
electrons by means of two scalar potential functions," Proceedings of
the London Mathematical Society, Series 2, Vol 1, 1904, pages 367-372. 

  "In this paper Whittaker shows that all of classical electromagnetics 
  can be replaced by scalar potential interferometry. This paper
  anticipated the Aharonov-Bohm (AB) effect by 55 years, and drastically 
  extended it as well. Indeed, it prescribes a macroscopic AB effect that 
  is distance-independent, providing a direct and engineerable mechanism
  for action-at-a-distance. It also provides a testable hidden-variable
  theory that predicts drastically new and novel effects."

« Last Edit: May 09, 2018, 03:00:39 AM by sandokhan »

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sandokhan

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Re: Advanced Flat Earth Theory
« Reply #453 on: December 11, 2017, 10:11:44 AM »
WHITTAKER SCALAR POTENTIAL WAVES IV

"In his 1903 Mathematische Annalen paper, Whittaker demonstrates a standing, spatially-fixed wave of pure potential with an infolded, highly dynamic, hidden EM substructure containing hidden bidirectional pairs of EM waves/energy.

In each pair of infolded EM waves, the two coupled longitudinal waves flow in opposite directions inside the standing potential wave. Further, their speed is not limited to the normal speed of light in vacuum."

Scalar interferometry

"A most useful device is obtained if one uses a scalar inferometer where the two transmitters transmit beams which intersect at a distance. In the interference zone, an energy bottle is created.

By biasing the transmitter reference potentials well above that of the distant energy bottle, EM energy emerges in that zone, in that case the interferometer is operating in the Exothermic mode. By biasing the transmitter reference potentials well below that of the distant energy bottle, EM energy is extracted from the distant zone and emerges from the transmitter, in that case the inferometer is operating in the Endothermic mode.

If the transmitters transmit continuously, the effect in the distant zone is continuous.
 
If each transmitter transmits a pulse, and the two pulses meet in the distant intersection zone, then an explosive emergence or extraction of energy occurs at the distant interference zone, depending on whether the inferometer is operating in the exothermic or endothermic mode.

In the Exothermic mode, the ground potential of the transmitter is biased well above the ground potential of ambient vacuum, energy enters the transmitter and "disappears", to "reappear" in the distant interference zone.

If continuous wave transmission is used, the energy continuously appears in the distant zone.

If pulse transmission is used and timed so that the two scalar pulses meet in the distant zone, energy explosively appears there."

Tesla - Tunguska

http://www.tfcbooks.com/articles/tunguska.htm

http://www.teslasociety.com/pictures/wardenc.jpg (The Famous Tesla Tower erected in Shoreham, Long Island, New York was 187 feet high, the spherical top was 68 feet in diameter)

N. Tesla:

My apparatus projects particles which may be relatively large or of microscopic dimensions, enabling us to convey to a small area at a great distance trillions of times more energy than is possible with rays of any kind.  Many thousands of horsepower can thus be transmitted by a stream thinner than a hair, so that nothing can resist.  This wonderful feature will make it possible, among other things, to achieve undreamed-of results in television, for there will be almost no limit to the intensity of illumination, the size of the picture, or distan