Key Steps
Identify the copper wire size (AWG)
Find the resistance value from the chart
Convert wire length into feet
Multiply resistance per foot by total conductor length
Include both conductors for complete circuit resistance
Use the resistance value for voltage drop calculations
A copper wire resistance chart helps electricians, engineers and DIY users quickly compare the resistance of different copper wire sizes. Resistance is measured in ohms (Ω) and is an important factor when selecting wire, estimating voltage drop and designing electrical circuits.
Copper wire resistance depends on several factors, including conductor size, wire length, temperature and construction type. A larger copper conductor has lower resistance, while a smaller conductor creates more resistance over the same distance.
This guide provides a practical reference for common American Wire Gauge (AWG) copper wire sizes, explains resistance values in ohms per foot and per 1000 feet and shows how resistance affects voltage drop calculations.
Key Takeaways
Larger copper wires have lower resistance
A thicker conductor provides more space for electrical current to flow, reducing resistance. In the AWG system a lower AWG number means a larger wire.
Wire length directly affects resistance
The longer electricity travels through a conductor the higher the total resistance becomes.
Copper resistance affects voltage drop
Higher resistance causes greater voltage loss along a conductor. Accurate resistance values help with proper wire sizing and voltage drop calculations.
Copper Wire Resistance Chart (AWG)

The table below shows approximate DC resistance values for common copper wire sizes. Actual resistance can vary depending on conductor temperature, manufacturing tolerances and whether the conductor is solid or stranded.
These values are useful for estimating conductor resistance in electrical calculations. For critical installations, always verify conductor specifications using manufacturer data and applicable electrical standards. Here is the simple wire size chart you can use for your reference.
| Wire Size (AWG) | Resistance (Ohms per 1000 ft) | Resistance (Ohms per ft) |
| 14 AWG | 2.525 Ω | 0.002525 Ω |
| 12 AWG | 1.588 Ω | 0.001588 Ω |
| 10 AWG | 0.999 Ω | 0.000999 Ω |
| 8 AWG | 0.628 Ω | 0.000628 Ω |
| 6 AWG | 0.395 Ω | 0.000395 Ω |
| 4 AWG | 0.248 Ω | 0.000248 Ω |
| 2 AWG | 0.156 Ω | 0.000156 Ω |
| 1 AWG | 0.124 Ω | 0.000124 Ω |
| 1/0 AWG | 0.0983 Ω | 0.0000983 Ω |
| 2/0 AWG | 0.0779 Ω | 0.0000779 Ω |
| 4/0 AWG | 0.0490 Ω | 0.0000490 Ω |
What Is the Resistance of Copper Wire?
Electrical resistance is the opposition a conductor provides to the movement of electric current. It is measured in ohms (Ω).
Copper is widely used for electrical wiring because it has excellent conductivity and relatively low resistance compared with many other metals. The resistance of copper wire depends on:
The basic relationship is:
Longer wire = higher resistance
Larger wire = lower resistance
For example a 100 ft length of 14 AWG copper wire will have more resistance than the same length of 10 AWG copper wire.
- Conductor length
- Wire size
- Copper material properties
- Operating temperature
- Solid or stranded construction
Copper Wire Resistance Formula
Copper wire resistance can be estimated using the standard resistance formula:
R = ρ × L ÷ A
Where:
This formula explains why wire length and size have such a major effect on resistance. Understanding the voltage drop formula helps explain how conductor resistance and current affect the final voltage available at the load.
A longer conductor increases resistance because current must travel through more material. A larger conductor reduces resistance because it provides a wider path for current flow.
- R = resistance in ohms
- ρ = resistivity of copper material
- L = conductor length
- A = conductor cross sectional area
Copper Wire Resistance by Length
Electrical calculations often use resistance values expressed as:
These measurements allow electricians and engineers to estimate total conductor resistance for different cable lengths. For example:
A 12 AWG copper wire has approximately:
0.001588 ohms per foot
For a 50 ft conductor:
0.001588 × 50 = 0.0794 ohms
In a complete circuit remember that current usually travels through both the outgoing and return conductors. Therefore the total conductor length may be twice the one way distance.
- Ohms per foot
- Ohms per 1000 feet
Copper Wire Resistance Per 1000 Feet
Manufacturers commonly publish resistance values per 1000 feet because it provides a standard comparison between different wire sizes. Example comparison:
This shows that larger conductors have significantly lower resistance. Lower resistance is especially important for:
- Long distance circuits
- Higher current applications
- Systems where voltage drop must be minimized
| Wire Size | Resistance per 1000 ft |
| 14 AWG | 2.525 Ω |
| 12 AWG | 1.588 Ω |
| 10 AWG | 0.999 Ω |
| 8 AWG | 0.628 Ω |
| 6 AWG | 0.395 Ω |
How Wire Size Affects Copper Resistance?
The American Wire Gauge (AWG) system can sometimes seem confusing because smaller numbers represent larger wires.
For the same length and current:
Choosing the correct conductor size is important for electrical performance and efficiency and proper wire and cable size calculations help determine the right conductor for each application.
- A smaller wire creates more resistance
- A larger wire reduces resistance
- A larger wire generally produces less voltage drop
| Wire Size | Resistance Level |
| 14 AWG | Higher resistance |
| 12 AWG | Lower resistance |
| 10 AWG | Much lower resistance |
| 8 AWG | Very low resistance |
Solid vs Stranded Copper Wire Resistance
Copper conductors are available in both solid and stranded designs.
Solid Copper Wire
Solid wire contains one continuous copper conductor. Common characteristics:
- Simple construction
- Good mechanical strength
- Often used in fixed wiring applications
Stranded Copper Wire
Stranded wire contains multiple smaller copper strands combined together. Common characteristics:
The resistance difference between solid and stranded copper wire of the same size is usually small. However exact values may vary because of strand construction and manufacturing methods. For precise calculations use the resistance specifications provided by the wire manufacturer.
- More flexible
- Easier to route through tight spaces
- Common in flexible electrical applications
How Temperature Changes Copper Wire Resistance?
Copper resistance increases as conductor temperature rises. A resistance chart normally provides values at a specific reference temperature. When the wire becomes hotter, resistance increases slightly. Temperature effects are important in:
For general estimates chart values are useful. For engineering level calculations use the correct temperature conditions.
- High current circuits
- Long cable runs
- Industrial electrical systems
- Detailed voltage drop calculations
How Copper Wire Resistance Affects Voltage Drop?

Resistance directly affects voltage drop in an electrical circuit. The relationship is:
Voltage Drop = Current × Resistance
When wire resistance increases:
For example:
A 12V DC circuit uses:
The wire resistance is approximately:
0.001588 × 100 = 0.1588 ohms
Voltage drop:
10 amps × 0.1588 ohms = 1.588 volts
The load would receive approximately:
12V - 1.588V = 10.412V
This example shows why wire resistance is an important factor when selecting cable size. For more detailed calculations you can calculate voltage drop based on wire size, distance, current and conductor resistance using our Voltage Drop Calculator.
- More voltage is lost along the conductor
- The load receives less voltage
- Electrical efficiency decreases
- 100 ft total conductor length
- 10 amps current
- 12 AWG copper wire
How to Calculate Copper Wire Resistance?

To calculate copper wire resistance:
Step 1: Identify the wire size
Find the AWG size of the copper conductor.
Step 2: Find resistance value
Use a copper wire resistance chart to find ohms per foot or ohms per 1000 feet.
Step 3: Multiply by conductor length
Formula:
Total Resistance = Resistance per foot × Total Length
Step 4: Use resistance for electrical calculations
The resistance value can then be used to estimate voltage drop and circuit performance.
Conclusion
A copper wire resistance chart is a valuable reference for comparing electrical resistance across different conductor sizes. Wire gauge, length, temperature and conductor construction all influence resistance values.
Understanding copper wire resistance helps improve wire selection, voltage drop calculations and overall electrical system performance. For accurate electrical designs use verified conductor specifications and consider the actual operating conditions of the circuit.
FAQs
What is the resistance of copper wire?
Copper wire resistance depends on wire size, length and temperature. Larger copper conductors have lower resistance than smaller conductors of the same length.
How much resistance is acceptable in a wire?
Acceptable resistance depends on the electrical application, current level, circuit length and voltage requirements. The goal is usually to keep voltage drop within acceptable limits.
What is the resistance of copper wire per 1000 feet?
The resistance depends on wire size. For example 12 AWG copper wire is approximately 1.588 ohms per 1000 feet while 10 AWG copper wire is approximately 0.999 ohms per 1000 feet.
What is the resistance of 1.5 mm² copper wire?
A 1.5 mm² copper conductor is commonly referenced using metric conductor tables rather than AWG charts. Resistance depends on conductor temperature and construction but it is generally measured in ohms per kilometer.
Does copper wire resistance increase with length?
Yes. Resistance increases as conductor length increases because electrical current must travel through more material.
Key Terms
- Copper Wire Resistance
- Copper wire resistance is the opposition a copper conductor provides to electrical current flow. It is measured in ohms and depends on wire size, length, temperature, and conductor construction.
- AWG (American Wire Gauge)
- American Wire Gauge (AWG) is a standardized system used in the United States to identify electrical wire sizes. A lower AWG number represents a larger conductor with lower resistance.
- Voltage Drop
- Voltage drop is the reduction in electrical voltage that occurs when current flows through a conductor with resistance. Higher wire resistance creates greater voltage loss.
This article provides general information only. Electrical installation design and verification should be completed by a competent person using the current regulations and manufacturer data.
Sources
- Copper electrical resistance depends on material resistivity and temperature. Copper resistance values increase as conductor temperature rises. — National Institute of Standards and Technology (NIST)
- Wire size, conductor material, and circuit length affect conductor resistance and voltage drop calculations. — Southwire



