Calculations
How Much Bitumen Do You Need Per Square Metre?
The answer depends entirely on which layer you’re applying — spray rate and volume-based calculations give very different numbers for the same area.
There is no single answer to "how much bitumen per square metre" because it depends completely on what you’re building. A thin tack coat and a full wearing course cover the same 1m² but require wildly different quantities of bitumen. Here is a quick reference, followed by how to calculate your specific case.
| Application | Typical Rate per m² | Basis |
|---|---|---|
| Tack coat (between layers) | 0.2–0.7 L/m² | Diluted emulsion, spray-applied |
| Prime coat (on granular base) | 0.7–1.4 kg/m² (≈1.0–2.0 L/m²) | Cutback or emulsion, spray-applied |
| Surface dressing / seal coat | 0.8–1.4 L/m² | Single or double application, spray-applied |
| Wearing course (40mm, dense mix, ~5.5% bitumen) | ≈2.5–3.0 kg/m² | Volume × density × bitumen % method |
| Base course (75mm, ~4.5% bitumen) | ≈5.5–6.5 kg/m² | Volume × density × bitumen % method |
These are starting points, not specifications
Actual application rates are set by the project specification, the specific bitumen grade, surface porosity, and local DOT/authority standards. Always confirm against your spec sheet — this table exists to sanity-check a number, not to replace one.
Worked example: wearing course
Say you’re laying a 40mm wearing course over 500m², using a dense-graded mix at 2350 kg/m³ density with 5.5% bitumen content.
- Volume = 500m² × 0.040m = 20m³
- Mix weight = 20m³ × 2350 kg/m³ = 47,000 kg (47 tonnes)
- Bitumen weight = 47,000 kg × 5.5% = 2,585 kg bitumen
- Per square metre = 2,585 kg ÷ 500m² = 5.17 kg/m² total mix weight-equivalent, or ~2.9 kg/m² counted as pure bitumen contribution
That is the difference between "how much material covers this area" (the full mix weight per m²) and "how much bitumen is inside that material" (the binder-only weight per m²) — both numbers matter for ordering, but they answer different questions.
Skip the manual math — run these exact numbers through the calculator