Tony,
Based on the resonance cell specs we can calculate the capacitance:
permittivity (?) = 708 picofarad/meter (for water)
length (l) = 2.75 inch
outer conductor diameter (b) = 0.6250 inch (based on air-gap 0.0625 inch)
inner conductor diameter (a) = 0.5 inch
capacitance (C) = 1392.4999746314 picofarad
Note:
Now the specs used for the cell has a rod in the middle and is longer than the outer tube so it has more capacitance.
What you have (1.6nF) should be almost correct for the 5RC time.
Measured values:
C1(pos)=1262mH (positive choke who has effect on resonance according to Dynodon)
C2(neg)=1138mH (tuned for balancing opposite and equal voltages [pos and neg exciters] and restrict current)
Fr=3.79kHz (calculated resonance frequency C1 and Cell) Is close to 3.98kHz which called the center frequency!
Question:
Isn't the frequency shifting above and below 3.98kHz? If the PLL has a lock it doesn't mean it has exactly 3.98kHz lock.
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
Don't know if it is important but what I also found is this:
Sec=1047mH. Notice (Sec+C1) =>1047+1262 =(2309/2)=1154mH comes close to C2 (1138mH)
What about the gate frequency to get the "resonant action" starting between the exciters?
Br,
Webmug