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Echo43
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I am experimenting with finding the resonant frequency of water in an attempt to disassociate the H2O bond without high voltage/current and using just tap water - no electrolytes, etc. I know how it works in classic electrolysis but that's not what I am attempting.
Assume that there is a frequency that will disassociate the molecular bond of water. I'm starting with 100khz for example. I have a DC circuit (12 volts) that generates a 50% duty cycle square wave at the given frequency switching a MOSFET. The water container anode is connected to the 12VDC supply and the cathode to the Drain of the MOSFET.
The inductance of the water container is 70uH and the capacitance is 4uF.
I think I need to add a series inductor to the 70uH of the container to achieve a resonant frequency for the circuit?? In other words can I use the standard equation, fr = 1/ (2ℼ √LC) to solve for Total L: Ltotal = Ltobeadded + 70uh?? Thanks
Assume that there is a frequency that will disassociate the molecular bond of water. I'm starting with 100khz for example. I have a DC circuit (12 volts) that generates a 50% duty cycle square wave at the given frequency switching a MOSFET. The water container anode is connected to the 12VDC supply and the cathode to the Drain of the MOSFET.
The inductance of the water container is 70uH and the capacitance is 4uF.
I think I need to add a series inductor to the 70uH of the container to achieve a resonant frequency for the circuit?? In other words can I use the standard equation, fr = 1/ (2ℼ √LC) to solve for Total L: Ltotal = Ltobeadded + 70uh?? Thanks