Re: [TCML] Calculating the C of multiple Spheres for a top load ?

[Jeff Miller <jeffmill2@xxxxxxxxxxx>]

I really liked the explanation when compared with an 8 x 24 toroid it 
made sense, thanks.
Would they have to be inches or yards apart to really take advantage of 
most of the total C of all of the spheres, just trying to get a 
perspective on it.


On Tue, Feb 28, 2012 at 10:47 AM, jhowson4@xxxxxxxxxxx wrote:

> For a single sphere and I am pretty sure for 2 spheres as well you can 
> find an exact solution. But if the 2 spheres are touching that's where 
> you have an infinite series. I have not run through any of the math 
> yet, and if I get a chance I will try and figure it out. With finals 
> this week its not looking like I will get to it anytime soon.
>
>
> Thanks, John "Jay" Howson IV
>
> "Why thank you, I will be happy to take those electrons off your 
> hands."
> ----- Original Message -----
> From: "Jim Lux" <jimlux@xxxxxxxxxxxxx> To: tesla@xxxxxxxxxx Sent: 
> Tuesday, February 28, 2012 9:32:41 AM Subject: Re: [TCML] Calculating 
> the C of multiple Spheres for a top load ?
> On 2/27/12 6:11 PM, Antonio Carlos M. de Queiroz wrote:
> > (Now I have to find a way to calculate the exact capacitance of four 
> > spheres...)
>
>
> I think there is no analytical solution for the capacitance of a 
> sphere. It's a series approximation. 
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