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The Uncensored Part of New Energy Technology



 
 
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Old October 30th 08, 05:14 PM posted to sci.space.policy,alt.sci.physics
American
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Default The Uncensored Part of New Energy Technology

The nucleon/nucleon interaction are implied by the
"chiral" constituent quark model, meaning that the
left- or right- handedness of the spin mode of the
nucleon influences some long- and intermediate-
range attraction due to pion and correlated two-pion
exchanges between quarks belonging to "different
nucleons", i.e. applied to diamagnetic Bismuth, or
Bi II. Thus a stable dibaryon relationship can be
manufactured for short term Bi II diamagnetism
in the longitudinal wave format distribution.

Under the influence of a polarized excitation medium,
such as that given by a quadrupolarized positronium
pulse probe, magnetophotophoresis causes the separation
of fields into positive and negative monopoles, for
two equal energy halves, one complex spin mode w.r.t.
the other, so that the magnitude of the field varies
as the square of the radius in the azimuthal plane.

cis(theta)=(cos + j*sin)(theta)=exp(j*theta)=
epsilon(j*theta) is an example of a complex spin mode,
with cos(theta) = cos(wt) equal to the "flat term"
and sin(theta) = sin(wt) equal to the "twisted term",
with each term everywhere temporally orthogonal
and equal in magnitude. The "V" shaped profile
(around the central zero axis) characterizes the
structural factor of a quadrant subsuming an equi-
lateral triangle or Sierpinski gasket, at some level
of resolution, forming a solution to the wave
equation used in Sierpinski fractalization:

http://home.comcast.net/~samuel_rans...ion_theory.htm

One vertice of the triangle represents the "in" mode,
another vertice represents the "out" mode, and the
remaining vertice represents the node that divides
the equilateral triangle into two equivalent sections
along a zero-time reference axis. For a large group
of ions immersed in a magnetic field, the gravity
vector is at right angles to both the magnetic and
electric vectors, and rotates around the group of
ions like a vortex.

The magnetic field then becomes modulated by a third
coil in a third plane that is orthogonal to both the
counterrotating electric component in the disk/tube
arrangement of the magnetofluxgate (that uses high
current to ensure field strength and proximity of
the charge), as well as the embedded Helmholtz
coil that circumscribes the counterrotating disks,
used to isolate the magnetic field.

The field of polarization represents where the fourth
coil functions to induce resonance into the "unfolded
hypersphere" that became induced by the first three
coils. This "unfolded hypersphere" actually represents
the current spacetime on the current world sheet,
which becomes modulated in order to induce separation
of a refolding hypersphere back into hyperspace. The
geometry of such a hypersphere is outlined by the
following radius, yielding: |P_1 P_2| = sqrt ( (x_2 - x_1)
+ (y_2 - y_1) + (z_2 - z_1) + (w_2 - w_1) ), where
for the spacetime lattice, a metric connection gauge
theory is constructed from an SL(N,C), or Special
Linear N x N Complex matrice connection field, or w_m.

An internal symmetry lattice, or metric field q is
assumed to be Hermitian, meaning that there is a group
of polynomials having orthogonal properties on infinite
intervals, which are also positive definite. From
these equations the field strength and co-variant
derivative of q are calculated, and then the theory
is given by the Lagrangian, which may be decomposed
into two pieces, w_m = iA_m + B_m. The A_m gauges
the SU(4) subgroup, or Spin Universal 4 in 5 dimensions,
which commutes with charge q at a given point.[2]
The SU(4) symmetry was discovered in 1937 by Wigner.
This symmetry does not depend upon either spin or
isospin, which are defined as molecular polarization
and nuclear/subnuclear spin, but on the Hermitian
symmetric space for spin 2 gravitons with volume (M),
or target internal symmetry space = 8pi^2/3, charge
Q = RP^1xS^4, volume Q or volume of the link for
passage of the gauge boson = 8pi^3/3, D = type
of Dforce or complex bounded homogenous domain of
which Qforce (represents the link from the origin
to the target that is available for the gauge boson
to go through), is represented by the Shilov boundary
or IV5, and volume(D) = pi^5/2^4 5!.

The B_m that generates the remaining components is
called the metric non-compatible part of the connection.

Actually, this formula for w_m looks like the Digamma
function in the complex plane in reverse, where
instead of (iA + B), we have (A+iB), which is really
a mirror identity, if the "A" can be simply switch
places with the "B". The input values are those
of Cartesian coordinates for x and y, in defining
what the radius of the Fermionic k-sphere, as
described in the same link as above:

http://home.comcast.net/~samuel_rans...ion_theory.htm

The Digamma function can also be manufactured for
intrinsically defined curves, esp. for the growth and
self-organization characteristic of the continuing phi
ratios in the golden spiral:

Setting A = (+ or -) i[(2(pi)]^n / n, and B = 1/n,
the arc curvature is given by function f(s) for an arc
length 's'. Setting n = i^2c where c = 1,2,3, ... etc.,
transforms alternately conjugated "A"components with
continuously conjugated B components in real time.

This represents the "filter" required in order to
properly gauge the kind of growth and self-organization
needed to preserve a VR induced environment within the
medium of FTL translation.

The programmed "horizon of primes" is where a
specially designed bosonic filter acts to separate
the bosonic exchanges from the deltronic ones, by
using the properties of BLM "LC nesting" or the
continued fractalization of pole zero frequencies,
which have become the "primes" for nesting the
Sierpinski fractalizations. The lower Sierpinski
gasket represents the "sister" or negative pole
of the far field component to the upper,
"positive" pole in the near field (ref.

http://home.comcast.net/~samuel_rans..._geodesics.htm

from a previous post). Subatomic particles
such as the electron, proton, and neutron all
have g-factors that quantify as aether units of
momentum. In fact, it has been suggested that
the g-factors are equal to spiraling cardioids,
that spin through the cardioid unit, which
quantifies as:ge=2/sin(phi) for the electron,
g_p = 2 Phi/sin(phi) for the proton, and g_n =
2sin(1)sin(phi)/[Phi(-sin(Phi)*cos(Phi)2+sin(1)-
sin(1)*cos(Phi)2 for the neutron.

The wave states for both para- and ortho- posi-
tronium is even under interchange of momenta and
odd or even, respectively, under the interchange
of spin z-components, so the overall charge con-
jugations for para- and ortho- positronium are
C=+1 and C=-1, respectively. The states described
by space symmetric wave functions are bosons that
use the prefix para- and the states described by
space antisymmetric wave functions are fermions
that use the prefix ortho-. Para-positronium
decays into a pair of photons (even momenta),
each of which carry an intrinsic charge conju-
gation parity of C=-1, whereas ortho-positronium
decays into three or more photons (even or odd
momenta), each of which carry a charge conju-
gation parity of C=+1. Para-positronium has an
average life of 1 nanosecond before decaying
into a pair of photons, and ortho-positronium
has an average life of 0.1 msec before decaying
into three or more photons.

For the resonant electron part of positronium,
g_e=2/sin(phi) represents the space symmetric
wave function that hypertranslates bosonically,
w.r.t. the above definition for bosons. It is
known that in the HyperDiamond Feynman Checker-
board version of the D4-D5-E6 model, spin-2
physical gravitons are made up of the spin-1
gauge bosons of the 10-dimensional Spin(5)
de Sitter subgroup of the 15-dimensional Spin(6)
Conformal group used to construct Einstein-Hilbert
gravity in the D4-D5-E6 model.* Using the resonant
electron part that translates bosonically, this
gauge transformation transforms from a real
scalar field, as the gauge symmetry remains
connected along with a degaussed resonance of
the value for vacuum expectation. We can reasonably
assume by what means we would prefer this
infolding to occur. The Sierpinski "gasket"
assumes the near-centroid of the electron's
g-factor (ref. link cardioid graphic).


American

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