The Gravel Calculator calculates the required material volume in m3 and mass in tonnes from the area dimensions and layer thickness. The calculation accounts for bulk density, particle size fraction, moisture and the extra loose volume needed for compaction.
It can be used to estimate gravel quantities for garden paths, outdoor areas, decorative surfaces, drainage layers and sub-base preparations.
Surface area is calculated from the site's dimensions. For a rectangular area, length is multiplied by width. For a circular area, the diameter is used in the formula:
S = 3,14159265 × D2 / 4
Here S is the area in m2, and D is the diameter in metres. If the area is already known, it is used directly without further geometric calculations.
Finished layer volume is the area multiplied by the layer thickness. Because thickness is entered in centimetres, it is converted into metres before multiplication:
Vlayer = S × h / 100
Here Vlayer is the volume in m3, S is the area in m2, and h is the thickness in centimetres. For example, an area of 15 m2 with a 5 cm layer has a finished volume of 0.75 m3.
The calculation assumes a uniform layer thickness. Where thickness varies, use an average value or calculate areas with different thicknesses separately.
Compaction allowance accounts for the reduction in loose gravel volume when the material is laid and compacted. More loose gravel may be required to obtain a finished layer of the specified thickness.
Vloose = Vlayer × (1 + P / 100)
Here P is the compaction allowance as a percentage. For example, a finished layer volume of 0.75 m3 with a 10% allowance requires 0.825 m3 of loose gravel.
The calculator starts with a 10% allowance. Common indicative ranges are:
The actual volume change depends on grading, initial looseness and the compaction method. These percentages are estimates, not mandatory coefficients specified by standards. With a 0% allowance, the loose volume equals the finished layer volume.
Gravel fraction indicates the range of particle sizes in millimetres. For example, 8/16 denotes a fraction with nominal particle-size limits of 8 and 16 mm. Fractions beginning with 0 are mixtures that also contain fine particles.
Bulk density is the mass of one cubic metre of loose material, including the spaces between particles. It is expressed in kg/m3 and is not the same as the density of the mineral itself.
For preliminary calculations, the calculator uses these indicative values:
These are calculation assumptions, not standardised density values for individual fractions. Actual bulk density depends on particle shape, mineral composition, fines content and storage conditions. If the supplier specifies the bulk density of the particular gravel, use that figure for a more accurate estimate.
Gravel mass is calculated from the loose volume and bulk density. The result in kilograms is divided by 1000 to convert it to tonnes:
Mass, t = Vloose × Density / 1000
For example, a loose volume of 0.825 m3 at a bulk density of 1600 kg/m3 gives a dry gravel mass of 1.32 t.
Moisture is accounted for by an additional adjustment to the material's mass. The calculator applies these fixed values:
Final mass = Dry mass × (1 + Moisture / 100)
For an initial mass of 1.32 t, gravel with a 2% moisture adjustment has a calculated mass of 1.346 t. The adjustment affects mass only, not the calculated volume. The 2% and 4% figures are simplified assumptions, not measurements of the actual moisture content.
Final quantity is based on the loose volume after allowing for compaction. The selected bulk density and moisture adjustment are used to calculate mass. Mass is displayed to 0.001 t and volume generally to 0.001 m3, or to 0.0001 m3 when the volume is below 0.1 m3. Intermediate calculations are not rounded to these display limits.
The following European standards are relevant to determining the properties of gravel and other mineral aggregates:
These standards concern material properties and how they are measured. They do not prescribe the fixed density values, compaction allowances or moisture adjustments used by this calculator. For more accurate calculations, use the actual properties of the chosen material.
The mass of one cubic metre depends on bulk density. At 1600 kg/m3, for example, 1 m3 of loose dry gravel weighs 1.6 t. The result will differ for another fraction or material with a different density.
During compaction, particles pack more closely and the volume of spaces between them decreases. As a result, the initial loose volume can be greater than that of the finished layer. A 10% allowance means that 1.1 m3 of loose material is assumed to produce 1 m3 of finished layer.
Geometric volume follows directly from the dimensions and layer thickness. Most uncertainty comes from the actual bulk density and degree of compaction. Using the supplier's density and a realistic finished-layer thickness helps improve the estimate.
If the required layer thickness varies, using one thickness gives an approximation. For better accuracy, divide the area into sections and calculate each volume separately. The total gravel volume is the sum of those results.
The delivered weight depends on the material's actual bulk density and moisture content. This gravel calculator uses indicative densities and assumed moisture adjustments of 0%, 2% or 4%. Results can therefore differ from an actual weighing.