PM,
you are right for me missing the point as your assumptions were meant to be an example for the working concept, sorry about that. Your post #516 was made before i jumped in at post #521, so i must have missed that.
I will try to use that post #516 to calculate my Cap's Ccs value.
Itsu
PM, Here i show a similar measurement as done in your post #516 I had to use some different component values like L1 is 20 turns measuring 32mH Vin is 41.4V, while C2 is 350uH SP1 shows the basic waveforms seen, but here we focus on the average voltage on C1 of 1.961v that is measured with the CH3(pnk) cursors near the start of the discharge cycle. SP2 then shows us the average voltage on C1 to be 1.956v near the end of the discharge cycle again measured with the CH3 cursors. SP3 then shows us the mean current in L2 to be 72.1mA over 32.10us via the CH4 cursors plus, a peak current reached in L2 of 145.3mA . Using these numbers we'll first solve for the charge separated capacitance. Since dV=di*dt/C, C=di*dt/dv . So, dV=1.961-1.956=0.005v . So, C=(0.0721*32.1e-6)/0.005=463uF . Next we'll calculate the energy in L2 at 32.30us when the peak current has reached 145.3mA . Ul2=0.1453^2*350e-6/2=3.69uJ . Finally we see what energy was lost in C1 to charge L2. UC1=(1.961^2-1.956^2)*463e-6/2=4.53uJ . So my Ccs seems 463uF if those last 2 calculations (3.69uJ and 4.53uJ) are close enough. Itsu
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