Convert between diameter and radius instantly. Enter either measurement, pick your unit (mm, cm, m, in or ft), and this calculator works out the radius, diameter, circumference and area of the circle.
Enter the diameter or radius of any circle and this tool converts it to the other measurement straight away. It also works out the circumference (distance around the circle) and the area (space inside the circle) using the same unit you entered.
This is useful for pipe sizing, wheel and tyre measurements, round garden beds, pizza sizes, or any job where a spec sheet gives you one measurement and you need the other.
The radius of a circle is always exactly half of its diameter. The diameter is the straight-line distance across a circle, passing through its centre, from one side to the other. The radius runs from the centre point to any point on the edge. Because the centre sits exactly halfway along the diameter, the relationship between the two is simple and fixed.
| Conversion | Formula | Example |
|---|---|---|
| Diameter to radius | r = d ÷ 2 | 20 cm diameter = 10 cm radius |
| Radius to diameter | d = 2 × r | 10 cm radius = 20 cm diameter |
| Circumference (from radius) | C = 2πr | 10 cm radius = 62.83 cm circumference |
| Area (from radius) | A = πr² | 10 cm radius = 314.16 cm² area |
How do you convert diameter to radius? Divide the diameter by 2. A circle with a diameter of 20 cm has a radius of 10 cm.
How do you convert radius to diameter? Multiply the radius by 2. A circle with a radius of 7 m has a diameter of 14 m.
Can I find the circumference and area from the radius or diameter? Yes, once you have the radius this calculator automatically works out the circumference (2 x pi x radius) and area (pi x radius squared) for you.
Sources: Standard Euclidean geometry definitions of radius, diameter, circumference and area, as used in NZ secondary school mathematics curricula (nzmaths.co.nz).
This calculator uses exact geometric formulas and full-precision pi. Results are rounded for display. Always double-check critical measurements (such as pipe fittings or structural work) with a physical measurement or a qualified tradesperson.
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