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Understanding Aperture and F-Numbers in Photography

Learn how f-numbers control light collection, exposure, and image brightness in your camera lens.

Imagem de DariuszSankowski em Pixabay
Este artigo ainda não está disponível no seu idioma. Exibindo a versão em inglês.

The short answer

An f-number measures the light-gathering capacity of a camera lens. It is calculated by dividing the focal length of the optical system by the diameter of the entrance pupil. You will often see it written with a lower-case hooked f followed by a slash and a number, such as f/2.

How it works

The f-number is also referred to as the focal ratio, f-ratio, or f-stop. It is mathematically the inverse of the relative aperture, which is the aperture diameter divided by the focal length. Because of this inverse relationship, a lower f-number creates a larger relative aperture that lets in more light. Conversely, a higher f-number produces a smaller relative aperture that admits less light.

Inside camera lenses, an adjustable diaphragm alters the size of the aperture stop and the entrance pupil. This mechanical adjustment lets you change the f-number depending on your creative needs. While the f-number indicates light-gathering ability, it remains an approximation because it ignores focusing distance and light transmission. When those factors matter, photographers rely on working f-numbers or T-stops instead.

Lenses with higher f-numbers project darker images onto the film or digital sensor. Specifically, image brightness decreases according to the square of the f-number. For example, a 100 mm lens set to f/2 has an entrance pupil with twice the diameter and four times the area of the same lens set to f/4. That means the f/2 setting admits four times as much light.

Stops serve as a unit for measuring exposure ratios, where each added stop doubles the light intensity and each subtracted stop halves it. Traditional f-stops follow a geometric sequence based on powers of the square root of 2, starting with values like f/1, f/1.4, f/2, f/2.8, f/4, and moving outward. Each step down in this sequence halves the light intensity by reducing the physical diameter of the pupil by a factor of about 0.7071.

How to use it

Examples

If you are shooting a portrait with a 100 mm lens at f/2, the large physical opening admits four times as much light as an f/4 setting on the same lens. To keep your exposure balanced when switching from f/4 to f/2, you must reduce your shutter time by a factor of four.

When comparing different focal lengths, a 200 mm lens set to f/4 has a 50 mm entrance pupil, which is four times the area of a 100 mm lens set to f/4. While the 200 mm lens gathers four times as much light from individual subjects, it also projects an image that covers four times the total area, resulting in the same overall image brightness.

Common mistakes

Quick checklist

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