### Author Topic: Stan's Resonant Frequency  (Read 38693 times)

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##### Stan's Resonant Frequency
« on: December 29, 2010, 10:13:50 am »
Here some math based on Meyer and Puharich..they both say the RC time is 5kHz...this doesnt mean to pulse the circuit at 5kHz, this is just the RC time. Using the RC formula RC= 1/(2pi*f*C) we can find the pulsing frequency to fully charge the WFC. We know that the RC time is 5kHz and the cell used had a capacitance of 1.6nF, 3" single tube cell. So it breaks down like this:
RC = 1/(2pi*f*C)
5kHz = 1/(2pi*f*1.6nF)
f = (1/(2pi*1.6nF)) / 5kHz
f = 19904.46Hz
Now we have to take 19904.46Hz and divide it by 5, the reason we divide by 5 is because the 19904.46Hz is the RC total which equals to 5 Time Constants, 5TC.
19904.46Hz / 5 = 3980.89Hz
This 3980.89 Hz is the frequency that the circuit should be pulsed at. This number should look familiar because Puharich states this frequency in his water splitter patent!!!

-Tony Woodside-
http://www.globalkast.com

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##### Re: Stan's Resonant Frequency
« Reply #1 on: December 29, 2010, 15:40:26 pm »
can you go into a little detail on the 5 time constants like where that value originates... and also why the frequency is switched to division.. still working on my math skillz :/

oh and i posted this on the merry christmas thread.. this is a pdf made by the guy who made all them antigravity/cold fusion videos..
it has some other constants in it that are not commonly floating around in the world of physics.. for example shows the math that gives planks constant based off of other constants.. Idk.. still a little over my head.. but i think this is a attempt to explain the physics to what stan was doing.. it has the math for calculating any atoms ground state bohr radius as well as the radius of further orbit shells..

http://wbabin.net/ntham/davis.pdf

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##### Re: Stan's Resonant Frequency
« Reply #2 on: December 29, 2010, 15:49:49 pm »
The time constant, TC, deals with how long it takes to charge a capacitor.  1TC will charge a capacitor to 63% and it takes 5 times this to fully charge a capacitor. This is where the 5TC comes into play. The reason for dividing by 5 is because the RC time = 5TC so we want 1TC which will be the pulse frequency.  Heres a link that explains it pretty good http://www.electronics-tutorials.ws/rc/rc_1.html

-Tony Woodside-
http://www.globalkast.com

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##### Re: Stan's Resonant Frequency
« Reply #3 on: December 29, 2010, 23:52:09 pm »
been doing some testing using my replication of the 8XA circuit...Im using a much bigger VIC bifilar coil than used in the 8XA setup. When I get resonance Im applying 30VDC pulsed at 2.4kHz to the VIC and measuring on just over 360VAC @ < 60mA across the cell.  The reason you get an AC voltage across the cell is due to the use of a LCL configuration. The LCL configuration will have a bidirectional current between the inductors and you will have a sinusoid waveform or AM waveform at resonance.  Because of the bidirectional current is why Stan used a blocking diode so to make the current go in one direction so that it doesn't short out the secondary of the transformer. Here are some of the waveforms scope shots Im getting at resonance.
(http://www.globalkast.com/images/tonywoodside/scope/SDC10555.JPG)

(http://www.globalkast.com/images/tonywoodside/scope/SDC10548.JPG)

(http://www.globalkast.com/images/tonywoodside/scope/SDC10558.JPG)

(http://www.globalkast.com/images/tonywoodside/scope/SDC10550.JPG)

-Tony Woodside-
http://www/globalkast.com
WFC Research

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##### Re: Stan's Resonant Frequency
« Reply #4 on: December 31, 2010, 05:42:57 am »
Based on the XC and resonant frequency formulas I've come up with a value of 407mH for my chokes. so C=10.8nF, Fr=2.4kHz and Lt=407mH the resistance in the circuit is around 6143 ohms. So this is with in range based on my measurements, 363v / 6143 = 59mA.

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##### Re: Stan's Resonant Frequency
« Reply #5 on: December 31, 2010, 09:33:01 am »
Hi Tony
Can You post your circuit diagram with describtion of components.
Thanks
andy

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##### Re: Stan's Resonant Frequency
« Reply #6 on: December 31, 2010, 11:05:43 am »
Based on the XC and resonant frequency formulas I've come up with a value of 407mH for my chokes. so C=10.8nF, Fr=2.4kHz and Lt=407mH the resistance in the circuit is around 6143 ohms. So this is with in range based on my measurements, 363v / 6143 = 59mA.

Looks like your are getting close, Tony.
Stan talked about having a resistance of 11k...
Have you seen any improvement on production, or same production with lower power consumption?

regards
Steve