Pioneering the Applications of Interphasal Resonances
http://tech.groups.yahoo.com/group/teslafy/
On Saturday, February 20, 2016 2:21 PM, "harv...@yahoo.com [teslafy]"
<tesl...@yahoogroups.com> wrote:
2nd post in thread.Damned right the frequency is important for the simple
fact that the Q's of the primary and secondary system as X(L)/R will be
increased proportionally, but the actual energy in the system is increased
exponentially, due the squaring involved on both the amperage and voltage
equations of I^2R and CV^2. However this reply is made just now and not on the
TCML list. Here is my censured reply;
Now the same conundrum is shown with the 9 element primary model where
comparing the ratios;"The front stronger coil displays ~1400 volts lighting the
xenon discharge with an amperage circulation of one fifth of an amp. The
primary phase under this is sending in ~ 1 amp or so @ 9 volts. Thus reactive
comparisons of primary/secondary VA numbers are 9*1= 1400* (.2)=1400/5 = 280.
So nine VA goes in but 280 VA comes out. How can this be explained? It is an
inaccurate measurement based on reactive quantities. So where does the truth
lie? WE HAVE TO MEASURE AND COMPARE THE ENERGY TRANSFER IN BOTH THE PRIMARY AND
SECONDARY SYSTEMS TO UNDERSTAND THE TRUE RATIO OF DELIVERY. For the electric
field Energy in joules= (1/2)CV^2. Thus the voltages on the primary and
secondary sides do not have a linear comparison but rather an exponential one.
However even after this compensation factor is factored in to the calculations
we see more reactive power going out then is going into the process,
essentially what might be termed a “reactive power magnifier” for lack of a
better term. 39% more true power will be emited from the secondary sources then
a similar comparison of the primary sources. Taken from final moments from
https://www.flickr.com/photos/harvich/23636379720/in/dateposted-public/
Six Voltage Meter Triangulation Tests for Time Distortion
__._,_.___ Posted by: harv...@yahoo.com
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