My load impedance should match the impedance of the resonant power.
So, Let's design in from the load.
My electric radiator, has a dc wire resistance of 111 Ohms.
So... I need a resonant impedance of 111 ohms.
That will probably mean, I need a much larger capacitor over L3,
as the capacitor will deliver the amperage that will heat the wire in the oil radiator.
So I need to do some impedance calculations.
A larger capacitor will lower the resonant frequency, an will lower the resonant voltage.
which means the characteristic impedance will shift more to the amperage side. less voltage.
This is what I did with the primary L2 coil. So I might need to reverse that.
Get a high voltage primary L2, with a small capacitor,
And a high amp secondary L3, with a large capacitor.
It's the amps that heat. not the volts!
Also with a small cap on L2, it will drain less current from the supply, meaning, it will draw less power.
While it still will raise up the frequency high enough, to compensate for the L3.
to be clear, this is all based on my older research, and not related to the current impulse experiments I have been doing latetely.
So L2 is the series resonant primary, which now will have a small tuning capacitor, which also will get rid of the ripples again.
L3 is the parallel resonant secondary which will have a large tuning capacitor, with high currents and medium level voltages.
Whereby the impedance of the L3 C3 parallel resonance should match the load of 111 Ohms.
And I am talking about the capacitive reactance here. the capacitve impedance. as that is what power the load.
I should do some calacutlations here to get a better grip on this.