4.8. Linsdistortion
| 4. Förvrängningsfilter |

### 4.8. Linsdistortion

#### 4.8.1. Översikt

Figur 17.49. Example for the ”Lens Distortion” filter

Ursprunglig bild

”Lens Distortion” applied

This filter lets you simulate but also correct the typical distortion effect introduced in photo images by the glasses contained in the camera lenses.

#### 4.8.2. Activating the filter

This filter is found in the image window menu under Filters → Distorts → Lens Distortion.

#### 4.8.3. Alternativ

Figur 17.50. ”Lens Distortion” options

The allowed range of all options is from -100.0 to 100.0.

Preview

  The result of your settings will appear in the Preview without affecting the image until you click on OK.

Main

  The amount of spherical correction to introduce. Positive values make the image convex while negative ones make it concave. The whole effect is similar to wrapping the image inside or outside a sphere.

  Figur 17.51. Example result of Main option

  -100,0

  0,0

  +100,0

Kant

  Specifies the amount of additional spherical correction at image edges.

  Figur 17.52. Example result of Edge option (Main set to 50.0)

  -60,0

  0,0

  +60,0

Zooma

  Specifies the amount of the image enlargement or reduction caused by the hypothetical lens.

  Figur 17.53. Example result of Zoom option

  -100,0

  0,0

  +100,0

Brighten

  The amount of the ”vignetting” effect: the brightness decrease/increase due to the lens curvature that produces a different light absorption.

  The Main or Edge options must be non zero for this option to produce noticeable results.

  Figur 17.54. Example result of Brigthen option (Main set to 75.0)

  -25,0

  0,0

  +25,0

X shift, Y shift

  These two options specify the shift of the image produced by not perfectly centered pairs of lenses.

  As above this option produces visible results only if the Main or Edge options are non zero.

  Figur 17.55. Example result of X shift option (Main set to 70.0)

  -100,0

  0,0

  +100,0

4.7. IWarp |  | 4.9. Mosaic

Report an error in Bugzilla