Gravel calculator

Work out how much gravel you need for a path, driveway or drainage layer from its area and depth, in tonnes and bags.

Result

Gravel required

Bags needed (25kg)

How to use this tool

  1. Measure the length and width of the area to cover.
  2. Enter the depth for your project and gravel product. The example depth is not a specification for a path or driveway build-up.
  3. Read the weight required and the equivalent number of bags.

Assumptions

Technical details: what the fields mean
Length length
The longest side of the area to cover.
Width width
The other side of the area to cover.
Depth depth
Chosen layer thickness. A decorative surface and a designed/compacted sub-base are different layers; use project and supplier guidance rather than treating an example depth as a specification.
Methodology

Volume = length × width × depth. Estimated weight = volume × 1.6 tonnes/m³, an illustrative density that varies by aggregate, grading, moisture and compaction. Bag count assumes 25kg per bag.

Worked example

5m × 3m area, 5cm chosen depth

Inputs: Length: 5 m, Width: 3 m, Depth: 5 cm

Result: 0.75m³; about 1.20 tonnes at the calculator's illustrative 1.6t/m³ density, or 48 assumed 25kg bags. Check the selected aggregate density and package mass.

Practical guidance
Common mistakes

FAQs

How much gravel do I need for a 5m x 3m area?

At a chosen depth of 5cm, the geometric volume is 0.75m³. The calculator estimates about 1.20 tonnes using 1.6t/m³, or 48 assumed 25kg bags; actual density and package mass depend on the product.

How deep should a gravel driveway be?

There is no single depth specified by this calculator. Driveway construction depends on ground conditions, intended loads and materials; get project-specific guidance and enter each relevant layer separately where appropriate.

Last reviewed: 2026-10-11

A simple rectangular-area estimate using an average gravel density — check the exact density for your chosen gravel type for a precise weight.

This tool provides an indicative estimate, based on the assumptions stated above.

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