Digital Photography - The Curves Control Tool - Publishing Curve
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Tuesday, October 9, 2012

Digital Photography - The Curves Control Tool

The Curves control found in image-manipulation software may remind some photographers of the characteristic curves published for films. This is a graph that shows the density of sensitized material that will result from being exposed to specific intensities of light. In feet, there are similarities, but equally important are the differences. Both are effectively transfer functions: they describe how one variable (the input either of colour value or of the amount of light) produces another variable (the output or density of silver in the image).
The principal difference is that when it comes to image-manipulation software the curve is always a 45° line at the beginning. This shows that the output is exactly the same as the input. However, unlike the film curve, you can manipulate this directly by clicking on and dragging the curve or by redrawing the curve yourself. In this way, you force light tones to become dark, mid-tones to become light, and with all the other variations in between. In addition, you may change the curve of each colour channel separately.

What the Curves control does
The Curves control is a very powerful tool indeed and can produce visual results that are impossible to achieve in any other way. By employing less extreme curves you can improve tones in, for example, the shadow areas while leaving the mid-tones and highlights as they were originally recorded. And by altering curves separately by colour channel, you have unprecedented control over an image's colour balance. More importantly, the colour changes brought about via the Curves control can be so smooth that the new colours blend seamlessly with those of the original.

In general, the subjects that react best to the application of extreme Curve settings are those with simple outlines and large, obvious features. You can try endless experiments with Curves, particularly if you start using different curve shapes in each channel. The following examples show the scope of applying simpler modifications to the master curve, thereby changing all channels at the same time.

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