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The more amperage a given appliance or device draws on a circuit, the thicker the wire needs to be, correct?

And this is to prevent the wire itself from becoming a heating element.

I understand that a 15A circuit needs a specific minimum gauge of wire, but how does the length of that gauge wire affect the situation?

If the wire is longer, despite the amperage rating of the circuit, would the wire need to be larger gauge?

Neil_UK
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Jon Griffith
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  • Yes. Typically, less than 3% voltage drop to wire is used. – StainlessSteelRat Dec 14 '20 at 22:40
  • The gauge is defining roughly the cross-section area of the cable, which affects its resistance per unit length - and will affect how much it is heating. The length of the cable will affect its overall resistance, and therefore the voltage drop on it - but won't affect the heating per unit length too much. There is no strict rule for required gauge vs current. It is depending on the application specifics. – Eugene Sh. Dec 14 '20 at 22:41
  • yes, depending on what you mean by "needs". There's two problems (heat, voltage loss) that both stem from R, or resistance, which is the answer to the title question. 2. R/distance; longer wire = more resistance, thicker wire = less resistance, you have to balance it to keep R acceptably low for the application. 3. maybe. If 100 cubits of wire presented 10 ohms, and 5 ohms is your limit, you need thicker wire than you would to run 25 cubits. It's not just heat, as a longer wire has more surface area to dump out power, limiting the problem imposed by that aspect.
  • – dandavis Dec 15 '20 at 00:05