The **aspect ratio** of a geometric shape is the ratio of its sizes in different dimensions. For example, the aspect ratio of a rectangle is the ratio of its longer side to its shorter side – the ratio of width to height, when the rectangle is oriented as a "landscape".

The aspect ratio is expressed as two numbers separated by a colon (x:y). The values x and y do not represent actual widths and heights but, rather, the relationship between width and height. As an example, 8:5, 16:10 and 1.6:1 are three ways of representing the same aspect ratio.

In objects of more than two dimensions, such as hyperrectangles, the aspect ratio can still be defined as the ratio of the longest side to the shortest side.

The term is most commonly used with reference to:

Graphic / image
Image aspect ratio
Display aspect ratio: the aspect ratio for computer displays.
Paper size
Standard photographic print sizes
Motion picture film formats
Standard ad size
Pixel aspect ratio
Photolithography: the aspect ratio of an etched, or deposited structure is the ratio of the height of its vertical side wall to its width.
HARMST High Aspect Ratios allow the construction of tall structures without slant
Tire code
Tire sizing
Wing aspect ratio of an aircraft or bird
Astigmatism of an optical lens
Nanorod dimensions
Shape factor (image analysis and microscopy)
For a rectangle, the aspect ratio denotes the ratio of the width to the height of the rectangle. A square has the smallest possible aspect ratio of 1:1.

Examples:

4:3 = 1.3: Some (not all) 20th century computer monitors (VGA, XGA, etc.), standard-definition television
√2:1 = 1.414…: International paper sizes (ISO 216)
3:2 = 1.5: 35mm still camera film, iPhone (until iPhone 5) displays
16:10 = 1.6 (not shown above): Commonly used widescreen computer displays (WXGA)
Φ:1 = 1.618…: Golden ratio, close to 16:10
5:3 = 1.6: Super 16 mm, a standard film gauge in many European countries
16:9 = 1.7: Widescreen TV
2:1 = 2: dominoes
For an ellipse, the aspect ratio denotes the ratio of the major axis to the minor axis. An ellipse with an aspect ratio of 1:1 is a circle.

In geometry, there are several alternative definitions to aspect ratios of general compact sets in a d-dimensional space:

The Diameter-Width Aspect Ratio (DWAR) of a compact set is the ratio of its diameter to its width. A circle has the minimal DWAR which is 1. A square has a DWAR of sqrt(2).
The Cube-Volume Aspect Ratio (CVAR) of a compact set is the d-th root of the ratio of the d-volume of the smallest enclosing axes-parallel d-cube, to the set's own d-volume. A square has the minimal CVAR which is 1. A circle has a CVAR of sqrt(2). An axis-parallel rectangle of width W and height H, where W>H, has a CVAR of sqrt(W^2/WH) = sqrt(W/H).
If the dimension d is fixed, then all reasonable definitions of aspect ratio are equivalent to within constant factors.

Aspect ratios are mathematically expressed as *x*:*y* (pronounced "x-to-y").

Cinematographic aspect ratios are usually denoted as a (rounded) decimal multiple of width vs unit height, while photographic and videographic aspect ratios are usually defined and denoted by whole number ratios of width to height. In digital images there is a subtle distinction between the *Display* Aspect Ratio (the image as displayed) and the *Storage* Aspect Ratio (the ratio of pixel dimensions); see Distinctions.