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Aperture Stops

Calculate the stop difference between two f-numbers, or step an aperture by a number of stops.

Stops between two f-numbers

Difference
2.00 stops

Apply N stops to an f-number

Result
f/5.66

Standard full-stop f-number series

Each step is one stop (×√2 darker than the previous).

f/1f/1.4f/2f/2.8f/4f/5.6f/8f/11f/16f/22f/32

The f-stop series

Lens apertures follow a √2 (≈ 1.414) geometric series, because aperture is the ratio of focal length to entrance-pupil diameter, and light passing through the lens scales with area rather than diameter. Multiplying the f-number by √2 halves the light; dividing by √2 doubles it. The standard full-stop series is f/1, f/1.4, f/2, f/2.8, f/4, f/5.6, f/8, f/11, f/16, f/22, f/32.

Stops between any two f-numbers

The number of stops between two f-numbers f1 and f2 is log2((f2 / f1)2). So f/2.8 to f/5.6 is exactly 2 stops darker, while f/4 to f/5 is about 0.64 stops darker.

Modern third-stop scale

Most digital cameras let you adjust aperture in 1/3-stop increments. Between f/2.8 and f/4 there are also f/3.2 and f/3.5; between f/4 and f/5.6 there are f/4.5 and f/5. These extra values are not on the chart above but appear in your camera viewfinder.

FAQ

Why do bigger numbers mean smaller apertures? Because f-number is a denominator: f/2 means the aperture is half the focal length, which is wider than f/8 (one-eighth).

Does aperture affect exposure equally on every camera? Yes — one stop is one stop, regardless of sensor size. (Crop factor changes depth of field, not exposure.)

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