The resistance of wire is the inherent opposition a conductor presents to the flow of electrical current, converting some of that electrical energy into heat. When you run a circuit, this exact ohmic value dictates your voltage drop, limits your maximum safe current, and ultimately decides whether your devices run at full power or your insulation melts in the conduit.
What Wire Resistance Actually Changes in a Circuit
In a real installation, wire resistance changes two critical variables: the voltage arriving at your load and the thermal profile of the cable run. According to Ohm's Law, every foot of wire acts as a small resistor in series with your device. As current flows, a voltage drop occurs across this resistance ($V = I \times R$), meaning a 120V source might only deliver 114V to a motor at the end of a long run, causing it to overheat or stall.
Simultaneously, that lost voltage is dissipated as heat ($P = I^2 \times R$). This is where the physics of resistivity meets the National Electrical Code (NEC). The NEC doesn't explicitly limit resistance; it limits temperature. If the heat generated by the wire's resistance exceeds the thermal rating of the insulation (typically 60°C, 75°C, or 90°C), the wire fails.
The Worked Example: Sizing a 100-Foot EV Charger Run
Let's look at a real-world scenario: installing a 40A continuous Level 2 EV charger on a 240V circuit, located 100 feet from the main panel. Because it's a continuous load, NEC rules require the breaker and wire to be sized at 125% of the load (40A × 1.25 = 50A).
Many DIYers look at the 75°C column of NEC Table 310.16, see that 8 AWG copper THHN is rated for 50A, and pull 8 AWG wire. Let's run the resistance math to see if that actually works using standard wire resistance tables.
- Total Loop Length: 100 ft out + 100 ft back = 200 ft (0.2 kft).
- 8 AWG Resistance: 0.778 ohms/kft.
- Total Circuit Resistance: 0.778 × 0.2 = 0.1556 ohms.
- Voltage Drop: 40A × 0.1556 ohms = 6.22V drop.
- Percentage Drop: 6.22V / 240V = 2.59%.
At 240V, a 2.59% drop passes the NEC's recommended 3% maximum for branch circuits. But what if you were running a 120V, 40A load (like a heavy-duty shop tool) over that same 100-foot distance? The voltage drop is still 6.22V, but now it's 5.18% of 120V. Your tool would run sluggish, and the wire would run noticeably warm. To fix a 120V/40A run at 100 feet, you must upgrade to 6 AWG copper (0.491 ohms/kft), dropping the loss to 3.92V (3.27%), or ideally 4 AWG copper to get strictly under 3%.
Where You Meet Wire Resistance in Practice
You don't usually think about wire resistance when plugging in a lamp, but it becomes the defining factor in specific installations:
- Low-Voltage Landscaping & LED Strips: At 12V or 24V DC, even 0.5 ohms of resistance will cause massive voltage drops. This is why 18 AWG wire might power a 12V LED strip perfectly at 3 feet, but leave the far end dim and yellow at 15 feet.
- Solar DC String Arrays: High-current, low-voltage DC runs from panels to the charge controller demand thick cables (often 6 AWG or 4 AWG) to prevent power loss before it ever reaches the inverter.
- Detached Subpanels: Feeding a 100A subpanel 150 feet away requires calculating resistance-based voltage drop, often forcing you to use 2 AWG or 1/0 AWG aluminum instead of the bare minimum 3 AWG.
Common Confusions: Resistance vs. Ampacity vs. Impedance
People frequently use these terms interchangeably, which leads to dangerous sizing errors. Think of resistance as the friction inside a water pipe narrowing the flow, while ampacity is the pressure rating before the pipe bursts.
- Resistance (Ohms): The actual physical property of the metal and its dimensions. It causes voltage drop and generates heat. It changes based on length and temperature.
- Ampacity (Amps): The legal, code-defined maximum current a wire can carry continuously without exceeding its insulation's temperature rating. It is dictated by the NEC based on the wire's ability to shed heat, not just its resistance.
- Impedance (Ohms): The AC equivalent of resistance. It includes the DC resistance plus inductive and capacitive reactance. In standard home NM-B or THHN wiring at 60Hz, reactance is negligible, so we treat impedance and resistance as effectively identical. In massive industrial feeds or high-frequency data lines, impedance dominates.
Decision Tree: Picking Your AWG Based on Resistance and Length
Use this matrix to select your copper wire size for standard residential branch circuits, ensuring you stay under the 3% voltage drop threshold recommended by the NEC.
| Continuous Load | Max 120V Run (3% Drop) | Max 240V Run (3% Drop) | Minimum AWG (Copper THHN) |
|---|---|---|---|
| 16A (20A Circuit) | 58 feet | 116 feet | 12 AWG |
| 24A (30A Circuit) | 72 feet | 144 feet | 10 AWG |
| 32A (40A Circuit) | 65 feet | 130 feet | 8 AWG |
| 40A (50A Circuit) | 55 feet | 110 feet | 6 AWG |
FAQ: Wire Resistance Edge Cases
Does wire resistance change when the wire gets hot?
Yes. Copper has a positive temperature coefficient. As current flows and the wire heats up, its resistance increases, which in turn generates slightly more heat. According to the Copper Development Association, copper's resistance increases by roughly 0.4% for every 1°C rise in temperature. This is why NEC ampacity tables use specific temperature columns (60°C, 75°C, 90°C) rather than a single baseline.
How much more resistance does aluminum wire have compared to copper?
Aluminum has roughly 61% higher resistance than copper for the exact same cross-sectional area. To achieve the same resistance and ampacity, you must upsize aluminum wire by two AWG steps compared to copper (e.g., use 4 AWG aluminum where you would use 6 AWG copper). Always use anti-oxidant paste and torque-rated lugs when terminating aluminum to prevent high-resistance connections at the breaker.
Why do my multimeter leads show 0.2 ohms when I touch them together?
That is the resistance of your test leads and the internal fuse of the meter. When measuring very low wire resistances (like a 5-foot piece of 12 AWG, which should be ~0.008 ohms), you must use the relative (REL) or zero function on your multimeter to subtract the lead resistance, otherwise your reading will be entirely inaccurate.






