A few weeks ago I posted artwork I created for a poster inspired by
the Man of Steel movie. I used Pixelmator for that project and got quite
a few comments and requests about how to achieve the same effect in
Photoshop. As Photoshop doesn't have the awesome Vintage filters that
Pixelmator now has, I tried emulating the effect using brushes which I
will share with you today.
![](data:image/jpeg;base64,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)
So in this tutorial I will show you how to create a nice colorful
background using Photoshop. The whole process is pretty simple and
straightforward. One good requirement is to understand a little bit of
Color Theory in order to create different color combinations.
Step 1
Open Photoshop and create a new document. I am using 2880x1800 pixels. After that fill the background layer with black.
Step 2
Create a new document and then with the Brush Tool (B) use a very soft brush and then paint some yellow brush spots.
Step 3
Add another layer and then still with the Brush Tool, paint now a blue spot next to the yellow.
Step 4
Add another layer and now paint a red spot. Use the image below for reference.
Step 5
Select the 3 layers and group them. After that convert the group to
Smart Objects, Layer>Smart Objects>Convert to Smart Objects. Then
go to Edit>Transform>Warp. Deform the mesh in order to make the
colors transitions less uniform.
Step 6
Now resize the image a little bit, only in the height. Make sure the
colors are blending well with the background, otherwise use the Eraser
Tool (E) to smooth things out. Also go to
Image>Adjustments>Levels. Boost the Black and White Inputs to
increase the contrast.
Step 7
Duplicate the layer with the colors and change its Blend Mode to Overlay.
Step 8
Change the background color to a dark blue like the image below.
Conclusion
Add your logo and the image is done. There are lots of ways to
achieve this effect, this for me is the easiest one, but it's up to you
to come up with your own workflow. Remember the most important thing is
to have fun.
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