Copper Wire Weight Calculator

Calculate the weight of copper wire and alloys for various shapes and AWG sizes

Wire Specifications

Select the cross-sectional shape of your wire

mm

Total length of the wire to calculate weight

Wire Weight Results

0.000
Kilograms (kg)
0.0
Grams (g)
0.000
Pounds (lb)
0.00
Ounces (oz)
0.0297
kg/m (Weight per meter)
0.0090
kg/ft (Weight per foot)

Formula used: Weight = Density × Cross-sectional Area × Length

Cross-sectional area: 3.3103 mm²

Material density: 8960 kg/m³

Example Calculation

AWG 12 Copper Wire (1 foot)

Wire type: AWG 12 round copper wire

Diameter: 2.053 mm (0.081 inches)

Length: 1 foot (0.3048 m)

Material: Pure copper (8,960 kg/m³)

Calculation Steps

1. Cross-sectional area = π × (D/2)² = π × (2.053/2)² = 3.31 mm²

2. Area in m² = 3.31 × 10⁻⁶ m²

3. Length = 0.3048 m

4. Weight = 8,960 × 3.31×10⁻⁶ × 0.3048

5. Weight = 0.009 kg = 9.0 g = 0.020 lb

AWG Wire Size Chart

AWG SizeDiameter (mm)
AWG 17.348
AWG 26.544
AWG 35.827
AWG 45.189
AWG 64.115
AWG 83.264
AWG 102.588
AWG 122.053
AWG 141.628
AWG 161.291

Material Densities

Pure Copper8960 kg/m³
Yellow Brass8470 kg/m³
Red Brass8750 kg/m³
Bronze8800 kg/m³
Copper-Nickel8940 kg/m³
Beryllium Copper8250 kg/m³
Phosphor Bronze8890 kg/m³
Aluminum Bronze7700 kg/m³

Quick Tips

AWG 12 and 14 are common for household wiring

Telephone wire is typically AWG 22, 24, or 26

Higher AWG numbers mean smaller diameter wire

Pure copper has excellent electrical conductivity

Copper is heavier than aluminum but lighter than silver

Understanding Copper Wire Weight Calculations

Why Calculate Wire Weight?

Calculating copper wire weight is essential for electrical engineers, contractors, and buyers who need to: estimate material costs, plan installations, calculate shipping weights, and ensure structural load capacity.

Copper vs Other Materials

  • Copper: Excellent conductivity, durable, but heavy
  • Aluminum: Lighter and cheaper but lower conductivity
  • Silver: Best conductivity but very expensive

Calculation Formulas

Basic Formula

Weight = Density × Area × Length

Round Wire

W = ρ × π × (D/2)² × L

Square Wire

W = ρ × A² × L

Rectangular Wire

W = ρ × A × B × L

W: Weight

ρ: Material density

D: Diameter

A, B: Side dimensions

L: Length