Reference & calculator Design ~6 min read
A part’s weight in ten seconds

Material densities and part mass calculator

Published September 28, 2026 — densities of steels, aluminium alloys, copper alloys, titanium and engineering plastics, a mass calculator for plates, bars, tubes and hex stock, and the SOLIDWORKS settings that keep BOM mass correct.

7 850 kg/m³: steel
2 700 kg/m³: aluminium
33 Materials in the chart

Part mass calculator

Pick the material and shape, enter the dimensions in millimetres: you get the volume and mass. Handy for a quote, a BOM, or to check the mass computed by CAD.

Volume
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Mass
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Density
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Rule of thumb: a 1 m × 1 m × 1 mm steel plate weighs 7.85 kg. In aluminium, 2.7 kg — almost three times less, for the same volume.

1. Densities of metals

Usual values at 20 °C. For a given alloy, the supplier's material data sheet or the grade standard prevails; differences between grades in the same family are typically 1 to 3%.

Materialkg/m³g/cm³
Carbon and low-alloy steel (S235, C45, 42CrMo4)7 8507,85
Stainless steel 304 / 304L (1.4301)7 9007,9
Stainless steel 316L (1.4404)8 0008,0
Grey cast iron (EN-GJL)7 100 – 7 3007,2
Ductile iron (EN-GJS)7 1007,1
Aluminium and 6060, 6061, 6082 alloys2 7002,7
Aluminium alloy 50832 6602,66
Aluminium alloy 2017A2 7902,79
Aluminium alloy 70752 8102,81
Copper8 900 – 8 9608,94
Free-cutting brass CuZn39Pb38 4708,47
Tin bronze CuSn88 8008,8
Titanium Ti-6Al-4V (grade 5)4 4304,43
Commercially pure titanium (grade 2)4 5104,51
Zinc7 1407,14
Magnesium1 7401,74
Nickel8 9008,9
Lead11 34011,34

2. Densities of plastics

Plastics vary more: fillers (glass fibre, mineral), crystallinity and additives shift the value. A 30% glass-filled PA6 is clearly heavier than unfilled PA6: use the data sheet of the exact grade.

Materialkg/m³g/cm³
ABS1 030 – 1 0701,05
Polyamide PA61 130 – 1 1501,14
Polyamide PA661 130 – 1 1501,14
POM (acetal, Delrin)1 390 – 1 4201,41
Polyethylene HDPE940 – 9700,95
Polypropylene PP900 – 9100,91
Rigid PVC1 350 – 1 4501,4
PMMA (acrylic)1 1901,19
Polycarbonate PC1 2001,2
PET1 330 – 1 4001,38
PEEK1 300 – 1 3201,3
PTFE (Teflon)2 150 – 2 2002,2

Other materials:

Materialkg/m³g/cm³
Soda-lime glass2 5002,5
Concrete2 300 – 2 5002,4
Oak (dry)600 – 9000,7

3. The formulas used

  • Mass = density × volume. With dimensions in mm: m (kg) = ρ (kg/m³) × V (mm³) × 10−9.
  • Plate: V = L × w × t.
  • Round bar: V = π × D² / 4 × L.
  • Tube: V = π × (D² − d²) / 4 × L, with d = D − 2 × wall.
  • Hex bar (across flats s): V = (√3 / 2) × s² × L.

Example: a 1 m long Ø 50 steel bar weighs π × 50² / 4 × 1,000 × 7,850 × 10−9 ≈ 15.4 kg.

4. In SOLIDWORKS: a correct mass all the way to the BOM

SOLIDWORKS computes mass from the material applied to the part (right-click Material → Edit Material) and shows it in Tools → Evaluate → Mass Properties. Three things make the difference between a reliable and a wrong mass:

  • No material, no mass: a part without material takes the default density (1,000 kg/m³, that of water). A BOM full of “1,000” parts gives assembly masses off by a factor of 8 for steel.
  • Mass as a linked property: the Mass custom property must be linked to the computed value ("SW-Mass@…"), never typed by hand, or it stops following changes.
  • Downloaded purchased parts often have an empty or wrong material: a check at check-in to PDM keeps them from polluting the BOM.

These are typically the rules of good SOLIDWORKS property codification, so that mass arrives correct in the BOM and the ERP.

5. FAQ

What is the density of steel?

7,850 kg/m³ (7.85 g/cm³) for carbon and low-alloy steels. Austenitic stainless steels are slightly heavier: about 7,900 kg/m³ for 304 and 8,000 kg/m³ for 316L.

What is the density of aluminium?

2,700 kg/m³ (2.7 g/cm³) for aluminium and the common 6060, 6061 and 6082 alloys. Copper or zinc alloys are slightly denser: about 2,790 kg/m³ for 2017A and 2,810 kg/m³ for 7075.

How much does a 1 mm steel sheet weigh?

7.85 kg per square metre. The rule generalises: a steel sheet weighs 7.85 kg/m² per millimetre of thickness, i.e. 23.55 kg/m² at 3 mm.

How do I calculate the mass of a steel round bar?

Mass (kg/m) = π × D² / 4 × 7,850 × 10⁻⁶, with D in mm. Quick formula: D² × 0.00617 kg per metre. A Ø 50 therefore weighs about 15.4 kg/m.

Why is the SOLIDWORKS mass wrong?

Most often because some parts have no material applied: SOLIDWORKS then uses the default density of 1,000 kg/m³. Check each part's material and that the Mass property is linked to the computed value.

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