How would you process this shot?

Discussion in 'Digital Darkroom' started by jordan2240, May 10, 2016.

  1. Genuinely interested in knowing how folks would process this shot (throwing it away doesn't count). This isn't a 'challenge' per se, as I'm not looking for the most unique take on it, but if you were processing it as a wildlife shot, what would you do? Typically, I would crop, apply a Levels adjustment layer, and then apply sharpening and noise reduction as I saw fit, and that's about it. Maybe some highlight and shadow adjustment as well. But I think others could do a much better job on it than I can, and I'm interested in learning what other techniques I might apply. My software is Photoshop Elements 13.
    Shot was taken in jpeg using my Lumix FZ1000, so you're working on the same shot I worked on.
    Feel free to post your results.
    Thanks,
    Bill
    00dvdM-562909784.jpg
     
  2. The larger file...
    00dvdN-562909884.jpg
     
  3. This would be the direction i would go in (from teh small jpg, not fullsize)
    If I could only figure out why the @$^@^ jpg wont attach
     
  4. <p><img src="https://app.box.com/s/xkudglpii30rtvjcrqmd3u7kuann3w8u" alt="" /><img 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
     
  5. Brought out the bird in ACR (clarity, vib, shadows, w & b point adjust)
    Z8 luminosity mask (Lumenzia) to bring out the water (via a steep curve adj)
    some dodge on the bottom of the bird and also bring out the eye and yellow
    vignette
    crop
     
  6. Bill, first I would clone out the branches except for those in the bottom right. Then I would apply some color toning to the
    bird and the water. In all likelihood, some contrast and sharpness adjustments also would be in order. Hopefully,
    tomorrow I'll post my result.
     
  7. [​IMG]I messed up a bit on cloning the birds bottom
    00dvdc-562910384.jpg
     
  8. I did not read your response until now Michael, it seems we had the same idea
     
  9. I agree about the branch in front of the birds body, I think cropping the other one leaves too much negative space up in that corner and the angle of the branch goes nicely w/ the branches in the lower right and serves to frame the bird.
     
  10. My usual tweaking in LR6...highlights. shadows, etc. Then heavy cropping. I have no clue how to clone out branches to the rear of the heron.
    00dvdo-562910684.jpg
     
  11. Ray House

    Ray House Ray House

    Levels, Crop, Color Adjust, Clone distractions, Selective saturation on bird & right branch and add border.
    00dveX-562912184.jpg
     
  12. Here's my thinking: beautiful bird, nicely focused, and pretty nicely exposed for a dark-plumaged bird in difficult lighting--the bird can pretty much stand on its own. So the problem is bringing up the environment to match the bird--I wanted to establish a sense of depth in the frame. The branches help with that by providing a foreground element, and they also give some context for the habitat.
    I'm currently working in LR6, so I unfortunately didn't have access to layers. I first reduced the overall exposure, upped the contrast, darkened shadows, and increased vibrance and saturation, all to bring more interest into the sticks and water. I then added two gradients: 1) starting with reduced exposure and reduced WB temperature at the bottom, fading to the top; and 2) starting with increased exposure and slightly reduced WB tint at the top, fading to the bottom. That gave me the sense of depth I was looking for, but you can probably imagine what the poor bird looked like at this point. I then used an adjustment brush to bring the bird back pretty much to where it had started, reversing the global changes I'd made to deal with the water (and checking field guides for reference on plumage colors).
    I then needed to deal with the out-of-focus stick--I liked it from the point of view of the composition, but it was distractingly fuzzy. I used an adjustment brush to darken it, then cloned a strip of water up to an arbitrarily defined bottom edge, with enough feather on the clone to make it look not quite as out of focus as it had been.
    This all would have been easier in Elements--I would have put the bird in its own layer as I worked with the water and sticks. Had I been in Elements, I probably would have gone back in and lightened the top-to-bottom gradient still further; instead, I decided to leave it as is so I wouldn't have to re-edit the bird. I do regret losing that beautiful orange elbow into the underwater shadow, though....
    00dves-562914184.jpg
     
  13. Rotate and crop. Clone out a few distractions. Raise exposure and lighten shadows with curves layer. Dodged out some of that rise on the bird and shadow with a mask and brush. Duplicate layer. Apply Gaussian blur, reduce opacity to 25%. Mask out bird from blur layer. Dodge and burn as required. Resize. Selectively sharpen. Post.
    00dvfs-562919884.jpg
     
  14. Really appreciate the help and detailed explanations thus far. Some very nice results. When I have a chance, I'll go back and compare them to my processing and likely make some changes. It's interesting to me to get the different takes on exposure, saturation, and what elements are and aren't distracting (understanding that not everyone would want to take the time to clone out the stick that goes across the bird's body in this exercise even if they think it might be distracting). Thanks for the help.
     
  15. Bill, I'm guessing that at least some people left the stick across the heron as a choice, it would be easy enough to remove. I know that I modified the branch but left it in deliberately for several reasons. It helps to reinforce the diagonal across the frame set up by the other branches. It makes the image feel more honest to me. It gives an increased sense of depth.
     
  16. +1 End's analysis of why the branches are 'good'. Otherwise the bird is just floating on this bright field and distracts from the bird and the poor fish in its mouth
     
  17. That's a good point End and Howard. I didn't find it particularly distracting, but I do kind of like the look of that one particular stick removed but the others left in (as Ray's example shows). I think you still get a sense of depth from the remaining branches. I also like Leslie's point that the sticks provide a sense of habitat, so would definitely not want to remove all of them. All in a matter of taste I guess.
     
  18. Good work, Tony. There's no need for me essentially to replicate your version.
     
  19. Basic curves.
    00dvnu-562940884.jpg
     

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