Using multiple caps
The problem I see with trying to use multiple caps is that if you use them in parallel, they only add up to the original value, ie, 3 x 3uf caps = 3uf. If you use them in series, they add thusly; CT = 1 / ((1 / C1) + (1 / C2) + (1 / C3)), same as parallel resistance, which will always be a lower value in uf than any one cap. This doesn't make sense to me since it seems that if you have a Farad of electrons available, it shouldn't make any difference where or how you inject them into the circuit, they should all go. Evidently, this is wrong
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Google 'series capacitance formula' for this. Based on this information, I have decided to go with just two caps. However, finding them seems to be the problem at the moment. eBay has some 5KV caps @ 40uf, but they want $150.00 each plus shipping. I used to have several HV caps, but I moved eight years ago and all that hit the trash. Guess that's the way it goes
I still have two 75KV 20nf caps that I will start with.
Later,
Carl
The problem I see with trying to use multiple caps is that if you use them in parallel, they only add up to the original value, ie, 3 x 3uf caps = 3uf. If you use them in series, they add thusly; CT = 1 / ((1 / C1) + (1 / C2) + (1 / C3)), same as parallel resistance, which will always be a lower value in uf than any one cap. This doesn't make sense to me since it seems that if you have a Farad of electrons available, it shouldn't make any difference where or how you inject them into the circuit, they should all go. Evidently, this is wrong

Google 'series capacitance formula' for this. Based on this information, I have decided to go with just two caps. However, finding them seems to be the problem at the moment. eBay has some 5KV caps @ 40uf, but they want $150.00 each plus shipping. I used to have several HV caps, but I moved eight years ago and all that hit the trash. Guess that's the way it goes

Later,
Carl
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