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Re: calculations of capacitance



Original poster: "James Howells" <james@xxxxxxxxxxxxxxxxxxxxxxx>

Thanks .... I remember now you reminded me .... Its been about 45 years since I did it at school! ...............I put it in a spread sheet in the end and confirmed that it was .16 Thanks so much for your reply

James ...........may be let out of the Home for the bewildered for a few hours to day lol
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----- Original Message ----- From: "Tesla list" <tesla@xxxxxxxxxx>
To: <tesla@xxxxxxxxxx>
Sent: Wednesday, February 21, 2007 2:52 AM
Subject: Re: calculations of capacitance


Original poster: Frank <fxrays@xxxxxxxxxx>

Hi,
Basic algebra, you have to have the denominators the same to add, you just cannot add top and bottoms.

OK, you have for the denominator;

6/1n + 1/10n = 60/10n + 1/10n = 61/10n. Inverting this for the final answer is 10n/61 = 0.16 n which is correct for your first answer.

You cannot just add top and bottoms in fractions, you have to make the bottoms all the same values first before adding and then the bottoms do not add, just the tops!

In your example too, the final voltage rating is 6 X 6KV + 1 X 2KV + 38 KV.

Frank

At 05:12 PM 2/19/2007 -0700, you wrote:
Original poster: "James Howells" <james@xxxxxxxxxxxxxxxxxxxxxxx>

I don't know why but I have got myself completely flummoxed trying to work out a primary cap from the components I have at hand

I don't have enough capacitors of the same value to do a normal MMC and want to mix and match what I have got But I have got myself in a real error loop


Say I have 6 caps at   1nF and voltage rated at  6KV
I put them in series then add( in series) a 10nF capacitor but only 2KV
I know I don't get 32 Kv rating ..but what do I get ?

I have worked out the total capacity 1/ total = 1/c1+ 1/c2+ 1/c3 .............
and got two different answers

1/10+ 1/1 ..................1/1 = 1/ .1 + 6 = 6.1 invert for total cap = .16nF


OR
adding all the numerators and denominators you get 7/16 = invert to give TOTAL = 2.28nF

I really have confused my self


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James
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