The CSS exclusion blend mode is a fascinating color blending technique that creates unique visual effects. Understanding its underlying logic can help designers use it more effectively.
When designing a website or application, maintaining a consistent brand identity is crucial.
However, when applying visual effects like the exclusion blend mode to elements such as headers or overlays, the resulting color may deviate from your intended brand color.
Imagine you have a header fixed over a hero block when your page loads. You want the menu to be red, and the hero is blue. However, you want to apply a modern exclusion effect to keep that header readable. For the header to remain red over blue, it actually needs to be pink.
This is where the Mix Blend Mode Calculator comes in handy. By using this tool, you can calculate the closest color that, when blended with the background color using the exclusion effect, will result in your desired brand color.
Here's how CSS calculates the exclusion effect:
Result = Background + Blend - (2 * Background * Blend)
This formula is applied to each RGB channel independently, with values normalized between 0 and 1. The exclusion blend mode creates a result that's similar to a difference blend, but with lower contrast.
Not all color combinations are possible with exclusion blending. Some desired colors may be unachievable, especially when working with highly saturated background colors.
The exclusion blend mode can produce unexpected results with very light or very dark colors, as the effect becomes less noticeable at these extremes.
The exclusion blend mode, while useful for creating interesting color effects, has inherent mathematical limitations that prevent it from achieving exact color matches in all scenarios. Understanding these limitations requires a deeper look into the color mathematics involved.
The exclusion blend mode applies a non-linear transformation to the color channels. The formula for each channel is:
Result = A + B - (2 * A * B)
Where A is the background color channel value and B is the blend color channel value, both normalized to the range [0, 1].
This non-linearity means that the relationship between input colors and the resulting color is not straightforward, making it challenging to reverse-engineer exact matches for all desired colors.
The exclusion blend mode operates within the confines of the RGB color space, typically with 8 bits per channel. This limits the possible output colors to a discrete set of 16,777,216 colors (256^3). When dealing with floating-point calculations in the normalized [0, 1] range, rounding errors can occur when converting back to 8-bit integer values, further limiting the precision of the results.
The exclusion blend mode operates on each color channel independently. This means that achieving a specific color requires finding a solution that simultaneously satisfies the exclusion equation for all three RGB channels. Due to the non-linear nature of the equation, this is not always possible for every desired color.
Let's examine the exclusion blend formula in more detail:
R_result = R_bg + R_blend - (2 * R_bg * R_blend)
G_result = G_bg + G_blend - (2 * G_bg * G_blend)
B_result = B_bg + B_blend - (2 * B_bg * B_blend)
For each channel, we can rearrange the equation to solve for the blend color:
R_blend = (R_bg - R_result) / (2 * R_bg - 1)
This equation reveals two critical limitations:
The exclusion blend mode becomes less effective and more unpredictable at extreme color values:
These special cases further limit the range of achievable colors in certain scenarios.
Due to these mathematical and practical limitations, it's not always possible to achieve an exact match for every desired color using the exclusion blend mode. The calculator can provide the closest possible approximation within these constraints, but users should be aware that perfect precision is not guaranteed for all color combinations.
Our JavaScript calculator uses the following method to determine the exclusion color:
Exclusion Color:
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