https://www.flickr.com/photos/harvich/16645351961/
Uploaded on Jan 27, 2012 15 watt bulb demo from semi "reaction-less" lenz law
air core secondaries. More power is passed through the air then the equivalent
line connections would deliver.http://youtu.be/GMvr2Ka8NDQAt the beginning of
the video unfortunately we do not have representation of a pure unloaded state.
Records show that the unloaded voltage of the 3 phase alternator should be 21.8
volts /phase. This is nominally reduced by a certain amount due to the air core
666 machine primary 1.5 ohm resistances. We do surmise that since only .03 A is
being drawn by the 4/1 step up transformer, that situation affecting the
primary state from that secondary draw should be minimal. In any case one would
hope that this measured state MIGHT model what would occur in a pure unloaded
state where zero amperage is assumed to occur between secondaries. However we
immediately see that this does NOT model the unloaded state very well as in
that condition all three stator voltages would be better balanced. Here at 1:47
in the video ph1 has 20.9 volts yeilding 171 volts series resonant voltage rise
for Q= 8.8At 1:53 ph2 shows 20.9 volts making 150 volts in resonance for a Q=
7.18At 2:12 ph shows 16.6 volts making 176 volts in resonance for a Q= 10.6At
8:25 in the video with the process lighting the bulb @ 180 volts the sum of the
input voltages actually exceeds that found on the (semi) unloaded measurement.
All the individual voltage rises and interphasal ones from all three phases are
noted as ph1- 23.8 v: Q= 6.13 ph2- 21.1 v; Q= 6.44 ph3-16.9 v: Q =10.12 ph1-
146 volts ph2- 135 volts ph-3 171 volts (1-2)- 221 volts (2-3)- 267 volts
(1-3)- 267 voltsApplying the law of cos for (1-3);cos^-1[(146^2+ 171^2-
267^2)/(2*146*171)]*(360 degrees/6.28 rad.) = 114.57 degreesfor
(1-2);cos^-1[(146^2 + 135^2- 221^2)/(2*146*135)]*(360 degrees/6.28 rad.) =
103.69 degreesfor (2-3)cos^-1[(135^2 + 171^2- 267^2)/(2*135*171)]*(360
degrees/6.28 rad.) = 121.11 degrees sums to 339.37 degrees.Pioneering the
Applications of Interphasal Resonances
http://tech.groups.yahoo.com/group/teslafy/
On Wednesday, February 25, 2015 7:44 PM, "Harvey Norris [email protected]
[jlnlabs]" <[email protected]> wrote:
In the communist system the whole is greater then the sum of its parts
when measured from its unobvious potential voltages. The currents on each phase
contribution made on the interphasal agreement of shared currents also means
that the "CURRENT IS THE EQUALIZED AMOUNT MADE FOR ALL THREE PHASES",
regardless of the emfs imparted by all three phases respective primary induced
emfs. The total of currents found for free untied secondary oscillations is
greater then this case where the total output becomes an identical forced
oscillation by series agreements of wiring connections between the phasings
themselves.The secondary to secondary induced emf will act to widen the phase
angle in time imparted by the primary difference in time itself.Pioneering the
Applications of Interphasal Resonances
http://tech.groups.yahoo.com/group/teslafy/
On Wednesday, February 25, 2015 7:17 PM, "[email protected] [teslafy]"
<[email protected]> wrote:
Communist Electrical Circuit in first power demonstrations. Here a ~20 VAC
three phase alternator uses a 4/1 step up transformer to supply 180 volts to a
15 watt light bulb after using the intermediary of the air borne secondary
combination termed a "communist" electrical circuit in time unification of
currents.Uploaded on Jan 27, 2012 15 watt bulb demo from semi "reaction-less"
lenz law air core secondaries. More power is passed through the air then the
equivalent line connections would deliver.http://youtu.be/GMvr2Ka8NDQAt the
beginning of the video unfortunately we do not have representation of a pure
unloaded state. Records show that the unloaded voltage of the 3 phase
alternator should be 21.8 volts /phase. This is nominally reduced by a certain
amount due to the air core 666 machine primary 1.5 ohm resistances. We do
surmise that since only .03 A is being drawn by the 4/1 step up transformer,
that situation affecting the primary state from that secondary draw should be
minimal. In any case one would hope that this measured state MIGHT model what
would occur in a pure unloaded state where zero amperage is assumed to occur
between secondaries. However we immediately see that this does NOT model the
unloaded state very well as in that condition all three stator voltages would
be better balanced. Here at 1:47 in the video ph1 has 20.9 volts yeilding 171
volts series resonant voltage rise for Q= 8.8At 1:53 ph2 shows 20.9 volts
making 150 volts in resonance for a Q= 7.18At 2:12 ph shows 16.6 volts making
176 volts in resonance for a Q= 10.6At 8:25 in the video with the process
lighting the bulb @ 180 volts the sum of the input voltages actually exceeds
that found on the (semi) unloaded measurement. All the individual voltage rises
and interphasal ones from all three phases are noted as ph1- 23.8 v: Q= 6.13
ph2- 21.1 v; Q= 6.44 ph3-16.9 v: Q =10.12 ph1- 146 volts ph2- 135 volts ph-3
171 volts (1-2)- 221 volts (2-3)- 267 volts (1-3)- 267 voltsApplying the law of
cos for (1-3);cos^-1[(146^2+ 171^2- 267^2)/(2*146*171)]*(360 degrees/6.28 rad.)
= 114.57 degreesfor (1-2);cos^-1[(146^2 + 135^2- 221^2)/(2*146*135)]*(360
degrees/6.28 rad.) = 103.69 degreesfor (2-3)cos^-1[(135^2 + 171^2-
267^2)/(2*135*171)]*(360 degrees/6.28 rad.) = 121.11 degrees sums to 339.37
degrees.
Measurements incorporated into 8:25 min. video snapshot;primary time
compression
| |
| | | | primary time compression A 7 volt DC field on the
three phase AC alternator normally produces 21.8 volts open circuit @ 465 hz.
Here in the action of using a 4/1 step transformer the co... | |
| View on www.flickr.com | Preview by Yahoo |
| |
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