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Re: Rectanguloids
Original poster: "Barton B. Anderson" <bartb@xxxxxxxxxxxxxxxx>
Hi Antonio, All,
Yes, I stand corrected. The resonator capacitance will increase, but
the change in C drops off with the increase in diameter (assuming the
minor diameter remains unchanged which is what I was getting at). I
just ran a bunch of sims with 10" increments on the major diameter.
Used a 4.5" coil with toroid height at 48".
I thought it would have hit a crossroad, but it didn't.
Take care,
Bart
Data of results below (fixed width font format).
--------------------------------------------------------------------------------------
--------------------------------------------------------------------------------------
Toroid Toroid
% Change
Minor Major
Freq kHz
Diameter Diameter Height Toroid C pF Sec Ces pF Freq
kHz (from previous)
6.25 21 48 21.96 25.2 234.6
n/a
6.25 31 48 32.9 35.85 195.6
16.62
6.25 41 48 44 47 170.7
12.73
6.25 51 48 55.3 58.6 153.5
10.08
6.25 61 48 66.8 70.3 140.4
8.53
6.25 71 48 78.5 82.2 130.2
7.26
6.25 81 48 90.25 94.3 121.8
6.45
6.25 91 48 102.1 106.4 115
5.58
6.25 101 48 114 118.5 109
5.22
6.25 111 48 126 130.5 103.9
4.68
6.25 121 48 137.5 142.5 99.6
4.14
6.25 131 48 149 154.3 95.8
3.82
6.25 141 48 160.5 165.9 92.4
3.55
6.25 151 48 171.6 177 89.5
3.14
6.25 161 48 182.3 188 86.9
2.91
6.25 171 48 192.6 198.4 84.6
2.65
6.25 181 48 202.3 208.3 82.6
2.36
6.25 191 48 211.5 217.6 80.8
2.18
6.25 201 48 220.1 226.3 79.3
1.86
Tesla list wrote:
Original poster: acmq@xxxxxxxxxxxxxxxx
> Original poster: "Barton B. Anderson" <bartb@xxxxxxxxxxxxxxxx>
>
> Yes, the inner ROC is the breakout level determinant from a voltage
> standpoint. The "surface area" sets an external C which is felt by
> the resonator. The capacitance of the resonator will increase and
> then decrease as the OD continues outward (just gets too far away
> from the coil itself).
I think that the capacitance grows continuously with the increase of the
outer radius of the terminal, no matter what it its shape. The actual
area of the terminal has little influence on the capacitance. The maximum
distance from the center is the main factor. A sphere has the maximum
capacitance, 111 pF per meter of radius. A toroid somewhat less, but not
much. A "rectanguloid" would have less capacitance than a toroid with
the same outer diameter, but not much less.
Antonio Carlos M. de Queiroz