The Crossed Field Antenna & Nobel Prize: NEW !
Universal Expansion

Nobel Prize

Saul Perlmutter wins the 2011 Nobel Prize for his discovery of accelerated expansion of the Universe.

Engineered Affordance

A system that enters a coupling into a force-dynamic may effectively 'disconnect' from the self-reference of the local universe's energy-plenum (which supports an electrodynamical universe) by a local compression of the energy density of the local space-time (proximal to the resonant media).

This is to say, as cross-field antennas create an EM photon by phase rotation of the cancelling components of the cross-field, the Universal expansion may be locally 'cancelled' by a proximal compression of space-time within the oscillating media.

For what end?

The oscillation of an energy envelope upon the non-linear qualities of bent-space would create a series of zero-crossings that drift in absolute amplitude per crossing, in proportion to the energy-density of the local expanding Universe.

Between nodal crossings of energetic oscillations against space-time-consistency (ringing the hardness of space-time) there is a differential of absolute amplitude, measured locally. This differential may afford real work, at the expense of a slightly lessened expansion of all that is.

In analogy, a space-time-oscillator, per se, may be operated in an energy cycle similar, but thermodynamically, to the Sterling cycle.

How is space-time compressed?

Per Einstein's tensor metrics, which is a mathematical correlate of the measured electrodynamics modeled first by James Clerk Maxwell, if one compresses dielectric charge, one creates gravity.

Therefore, if one is operating a space-time oscillator, ringing upon the compressibility of a voltage field, then one may also be modulating gravity waves into the ambient vacuum energy plenum.

How is an electric field compressed?

Toroidally, by creating a lens, as does nature, as a spherical near field that supports a magnetic density harmony of the toroidal angular momenta involved, with a chord of harmonics by yet a third period moment, the polar wobble of the magnetic density while toroidally spinning through the torus hole.

How does one create a harmonic chamber for charge-compression?

Which compression is the dielectric patterns of a golden spiral within a dynamic magnetic density vortex at the center axis of a toroidal resonant envelope.

Imagine there is much more to be said

Skipping past technical aspects, the dynamical aspects of a toroidally rotating near field will be conservant as a sinusoidal oscillation if and only if there is an overlaid and harmonic magnetic density wave that travels around the ring of the torus.

This is in reference to the logic of the Golden Error Phase Wave, which is unavoidable in flat space-timing, as there is no integer solution of the three angular momenta required to bring non-spinning quiescence, or quietness, to the three integer harmonics that entangle as one resonant wave topology. Remember that a near field is a magnetic resonance, as observed, without dissipative dielectric coupling externally). Why? The torus is purely a sinusoidal topology any way it is sliced, with circular moment to any attitude of coupling. Because non-spinning dual magnetic vortexes create Lorentz violation if the system isn't spinning, in that the right-angle relationship of electrodynamics (perpendicular force between changing voltage and magnetism) cannot fit in a round hole. Their Lorentz phase-angle (90 degrees) between electronic and magnetic moments must skew. Space-time must dimple at the center of a torus to afford ever a non-spinning triple-integer static resonant dynamic.

What is the methodology to gravity by a non-spinning toroidal vortex?

In principle, the Great Pyramid of Cheops is coded with a key, geometrically. The angle of the slanted face of the pyramid, if used as the plane-angle to truncate a cone, will form a golden ellipse which has minor and major diameters as powers of Phi, the golden ratio.

To bump an engineered artifact that is conservatively oscillating as a sinusoidal dynamic into a non-spinning quiescent space-time dimple, where orthogonal force see's its Lortentz translation as the same frequency while compressing, is to capture and store a hyperbolic impulse such that the orbit is golden. These are loose words. The mathematics of this is yet to be realized by any but a few, while R.M. Kiehn is exposing the methods through topological thermodynamics[1], a treatment adopted by the infamous Robert Neil Boyd, Ph.D, this is all beyond this authors ability to tell stories.

Consider that the resultant topology of a near field of pure toroidal-spin (no polar precession) will form node-points of higher harmonics that cohere into the resonant envelope and interlock as a heterodyne structure. The node-points will align at resonance around a hyperbolic gradient of the flatness of space-time (EM dynamical constants skew, Mu and Epsilon) and form cross-spirals through the throat, and outside, as the Fibonacci cross-spirals pattern of scales on a pineapple.


When polar-precessional spin of the toroidally rotating near field quietens (looses all RF emissions and remains a dynamic magnetic oscillation) is when the polar wobble lessens. At the most-least-wobble period of the toroidal magnetic resonance (the standing near field) to the next lesser period, there will be a differential of energy potential, and will afford work.

DonEMitchell 06:28, 28 October 2011 (MDT)

  1. Jump up ? R. M. Kiehn, Ph.D, Non-Equilibrium Systems and Irreversible Processes,Adventures in Applied Topology Vol. 6 ID 8114639 printed on demand

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