Schumann Resonance
Since the discovery of the multi layered structure of gravity, and the
90 x loop back paths present in a self sustaining field bubble,
application can be made to the Schumann resonance.
The spread sheet is based on the earths physical circumference and
shows the 1/90 x fractals..
A coil system was tested by setting up a single loop on the
194.42 fractal and using a SS caliper to hold at the center set
to 2.16 mm to create a field bubble, and feels promising.
A dowel or shaft can be placed inside the coil, activating a 90 x field
bubble of
energy. To shut the bubble down the inner dowel is simply removed.
Schumann Super Octave . ods
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“1/90
Fractals” |
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| Earth |
Diameter |
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Circumference |
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Frequency |
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12756000.00000000000000 |
meters |
40074155.88919140000000 |
meters |
7.48612150008915 |
Hz |
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141733.33333333300000 |
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445268.39876879300000 |
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673.75093500802300 |
Hz |
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1574.81481481482000 |
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4947.42665298659000 |
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60637.58415072210000 |
Hz |
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17.49794238683130 |
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54.97140725540660 |
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5457382.57356499000000 |
Hz |
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0.19442158207590 |
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0.61079341394896 |
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491164431.62084900000000 |
Hz |
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0.00216023980084 |
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0.00678659348832 |
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44204798845.87640000000000 |
Hz |
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0.00002400266445 |
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0.00007540659431 |
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0.00000026669627 |
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0.00000083785105 |
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0.00000000296329 |
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0.00000000930946 |
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0.00000000003293 |
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0.00000000010344 |
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194.42158207590300 |
mm |
610.79341394896200 |
mm |
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2.16023980084337 |
mm |
6.78659348832180 |
mm |
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A wire length of 610.793 mm breaks out into a 12 x octave of segments.
Each segment is thus 50.899 mm. Caliper set to 50.90 mm will couple
strongly to the wire.
This is incredibly close to the RA and crosses through it near 150 mm
as a 3 x. 152.7 mm.
This segment length can be used to tune wires to vibrate up using prime
fractal multipliers to near any length desired.
The 610.793 mm wire loop should be set flat to the surface of the earth
to couple most perfectly to the earths circumference below your feet.
When passed through the caliper gap at 50.90 mm there is a strong
coupling of the Schumann energy. Some personal proof, the lengths above
are vibrationally accurate.
Design Suggested
Coil diameter = 194.42 mm
90 turns 1 mm wire
90 turns of wire can be placed on the 194.42 diameter coil, and the
resonator shaft set
concentrically to create the field bubble.
Diameter of coil forms places center of wire at 194.42
mm center of the meat to center of the meat of the wire.
Each wrap of wire should be 61.079 cm long, 90 wraps will be 54.97
meters long on the outer coil.
Getting an inner coil dimensioned correctly would be very hard to
accomplish technically but is another option at 2.16 mm diameter.
An Aluminum, Wooden, or Iron dowel can
be used instead, lathed to 2.16 mm diameter.
If 1 mm wire is used, the coil will set ~ 90 mm high.
Other wire gauges can be experimented with to see how vibrationally
connected they are to this harmonic.
In theory, if the coil is set up to resonate at 60.6 Khz, 674 Hz
or even 7.5 Hz electrically, with the core resonator inserted, it
should show considerable gain???
One can also try setting the EM resonating capacitor in the middle
instead if it is a tubular design.
EM Resonance
Coil diameter = 194.42 mm
90 turns 1 mm wire
674 hz = 32.8 uF
491.164431620849 MHz vibration
will ride under it and synchronize to it.
This is a 3 step hop of 90 x down shift laying between the vibration
and the EM wave.
Will the vibration power the EM wave?
I am fairly certain the 491 Mhz
vibration will be present on the coil
as it follows the laws for vibration coupling.
I am uncertain how this relates to an EM wave in synchronization with
this vibration.
If we look at the Vedic perception of 90 degree shifts, the vibration
would then be exactly in alignment with the EM wave.
We can expect that at 491 MHz the EM wave will be greatly suppressed as
the vibration rises up on the field bubble of the coil and suppresses
it.
Hopping 3 super octaves [90 x times], down into the EM wave,
will allow the energy to cross over to the EM side, and not be
suppressed by the vibration at that harmonic.
A 2 hop would make more sense geometrically, but the cap value becomes
much smaller.
60.6 khz = 4050 pF
Geometrically Tempic, Electric, Magnetic are all 90 degrees apart. So
two 90 x hops of frequency would seem the correct solution for
converting a Vibration to an oscillating magnetic field.
The coil then becomes a T field to EM field converter.
Experiment and time are in order, but the key to tapping the earths
Schumann vibration using fractal separation seems clear.
Pull in the vibration, and then adjust the capacitance value to
resonate with the vibration already present, for the same frequency
structure the earth will power up for you.
Alternately, soft iron wires can be added inside the coil to slowly
increase EM inductance, the vibration will not be effected by these,
but the EM resonance will be.
I believe Hubbard used this technique to synchronize his EM wave to the
T field vibration, as did many experimenters in the early days.
EM Tunning Example:
You can locate a 32 uF capacitor or a 30 uF for your 194 mm coil, but
cannot find
a 32.8 uF capacitor.
Resonant frequency drops with increase of either inductance or
capacitance.
Vibration resonance will not change at all, it is controlled by the
length of the copper wire only and written in stone.
In order to compensate, you drop the EM resonance frequency using a few
Iron tie wires set vertically inside your coil form, increasing the
inductance.
The Vibration wavelength will not change on the copper wire, but the EM
resonance can be tunned in accurately to synchronize with it.
Vibration then takes control of your EM field, and that is the ultimate
goal, because that form of energy can become self sustaining, when on
the EM side all is entropic and faces losses.
Selecting other Coil Diameters
This spread sheet shows the field bubble that will be created in the
above calculations.
Locating now the center position of the stack we can build a second
coil inside the first, for cross coupling.
Schumann Octave . ods
[Note the cm labels centimeters should all read mm millimeters. This
error is corrected in the Spreadsheets you can download in the
reference section.]
Coil diameter = 20.49 mm
Wire circumference = 64.3827 mm per wrap
90 turns = 579.4448 cm of wire = 5.7 meters
On the spread sheet you should see the 194.42 near the top center, the
2.160 mm dowel or shaft diameter at the bottom as the fold back
resonator. These come from the Super Octave spreadsheet directly, the
two elements that generate this local field bubble.
Now at the center of the stack is the 20.49 mm dimension.
Three active elements now present all powered off the Schumann wave and
contained in your local field bubble. Two will be usable electrical
coils now also and can be configured into an electrical resonance
circuit to oscillate at one of the Schumann frequencies. Best Guess.
References
Spreadsheets
[These files are OpenOffice.org data files. To download them "Right
Click" and select "Save Target As".]
Dave L 8 / 23 / 2013