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| | Numerical Analysis of Potential and Capacitance |
 | | The capacitance of a conducting body is defined as C = q / V, where q is the amount of charge on the body, and V is the potential of the body relative to some reference. |
 | | If you are interested in reading the step-by-step derivation of the capacitance, along with an exploration of what we mean when we say ``capacitance,'' then you can download the full 23-page paper, in postscript format. |
 | | Thus, as the equipotentials approach ellipsoids, the capacitance approaches a constant value that is independent of further increases in plate distance. |
| www.ttc-cmc.net /~fme/captance.html (1927 words) |
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