Geometry calculator

Circumference Calculator

Find circle circumference from radius or diameter for geometry, drafting, machining, and design checks.

Calculator

Enter dimensions

Select a shape where available, choose units, and read the result as dimensions update.

Geometry

Result

About this calculator

How it works

Circumference is the distance around a circle. The calculator can solve from radius or diameter and returns related circle values.

Formulas

Formulas used

Circumference from radius

C = 2 pi r

Circumference from diameter

C = pi d

Area

A = pi r^2

Worked example

Example: wheel with 0.35 m radius

For a circle with radius 0.35 m, the diameter is 0.70 m.

Circumference

C = 2 pi x 0.35 = 2.199 m

Area

A = pi x 0.35^2 = 0.385 m2

Guide

How to use this calculator

  1. Select the shape or section type if a shape menu is shown.
  2. Enter the known dimensions and choose units beside each length input.
  3. Read the highlighted result first, then use the supporting values for related checks.

Reference

What the results mean

Circumference

The distance around the outside of the circle.

Diameter

The full width of the circle through its center.

Area

The enclosed surface inside the circle.

Assumptions and limits

Before using the result

  • Inputs are treated as ideal geometric dimensions with no tolerance, chamfer, fillet, draft, roughness, or manufacturing allowance.
  • Section properties are centroidal for the listed standard shapes and do not include rotation, offsets, or parallel-axis corrections.
  • Use project drawings, tolerances, material data, and applicable design standards for final engineering work.

FAQ

Circumference Calculator questions

Can I use different units?

Yes. Select the unit beside each input. The calculator converts dimensions internally before solving.

Are these geometry results suitable for final design?

Use the results for education, screening, drafting, and early design checks. Confirm final values against project requirements, tolerances, and applicable standards.

Why do dimensions need to use the same base units?

Geometry formulas require consistent dimensions. The calculator converts entered lengths to meters before calculating area, volume, or section properties.

Related

Geometry calculators