That "rippled square wave" is also referred to as a mustache wave. Seen it many times working with the Ruslan device.
Looking forward to seeing how closely your real signals will compare with the simulations.
When you start playing with harmonics, do tend to focus on the odd harmonics. I think this is where you'll see the most magic.
I won't be creating the harmonics myself, I was showing the effect of the first harmonic on the 3980hz carrier wave. Puharich comments that four harmonics appear on his carrier wave at the last stage of the process when the 109.8 degree angled tetrahedral water molecule is about to be destabilized. This happens at resonance but only after the previous stages have taken place. Stan is cutting corners compared to Puharich and I want to know how he's cutting those corners. One cut corner is the use of a diode and I know that for sure, this removes the need for Puharich's naturally occurring half wave. I'm nearly 100% sure that Stan is also cutting corners regarding resonance and his system is not as resonant as you might think. I'm also nearly 100% sure that Stan is bypassing three of Puharich's five stages of electrolysis. Petlov shows us in his research that you can use an H-bridge and virtually scrap the whole of Puharich's am carrier wave/modulation apparatus. I showed how this is done also in my video comparing the two signals. The main thing is that you modulate a sine wave carrier through a square wave and rectify it. But the most important matter is the subject of the 3980hz carrier wave and it's four harmonics. I've done some more testing today but a little different and here are my conclusions.
I think Stan in his infinite wisdom worked out these factors:-
1. Puharich's Audio signal can be replicated and simplified with an H-bridge and a gate.
2. Stan cuts out the need for naturally occurring processes such as half wave rectification but still uses the occurrence of the 3980hz carrier wave along with it's harmonics.
3. Stan worked out that Puharich's tau of 3 seconds can be compromised by dividing the tau into gate times and it still affects the dynamics of the water and conditions it, the vibratory nature needed to compromise bubble lock will be done automatically by the cars engine vibrations and the fact he lets the outer tubes of his 9 tube cell vibrate at the tau frequency which was quite brilliant if you ask me.
So, how is Stan doing it? Well, he's using the frequency of a carrier wave which he sets at 2.5khz sine wave, he then modulates this with a 50% square wave set at an harmonic which produces step charge effect (shown in above video). He rectifies this into 5khz so that he's at Puharich's 4th stage of electrolysis. Stan's cell and VIC are not resonant at this frequency, the only thing that happens in that respect is that the capacitive reactance and inductive reactance are equal. Once the gate is at tau, water opens itself up to the effect of 5khz capacitance and the magic happens which is described in Puharich's 4th and 5th stages of Electrolysis involving 3980hz and it's four harmonics.
Stan may even be using 1990hz carrier modulated with it's first harmonic straight into the VIC and using a full tau of 3 seconds with the gate. This way you go straight to 3980hz through the diode and will automatically stimulate the first harmonic, if you use greater voltages than Puharich did then the process will be much faster.
No tau - no gas..........no 3980hz and first 4 harmonics - no gas. The dynamics of water and the creation of the 109.8 electron angle and tetrahedral shape is stimulated by both the tau and exact frequencies.