Hallöchen!

Louis Granboulan writes:

> [...]
>
> My idea was to use the Fx special effects of ImageMagick to
> experiment with various correction formulas.  But I have not been
> able to reproduce with ImageMagick the effect of using lensfun
> profiles in darktable.
>
> [...]  The page
> http://lensfun.sourceforge.net/manual/group__Lens.html#ga3fd9e8dbe500297bdda2d6458745b481
> says that the correction is obtained by multiplying by M, [...]

The Lensfun page is incorrect.  I corrected it in the source code.

> I thought that I understood how it works, and that the ImageMagick command
> below will do the same correction as the lens profile below.
>       <vignetting model="pa" focal="250" aperture="4" distance="1000" 
> k1="0.0" k2="-0.156" k3="-0.711" />
>       convert IMGP4694.tiff -fx "Xi=i-w/2; Yj=j-h/2;
> r=hypot(Xi,Yj)/hypot(w/2,h/2); s/(1-0.156*r^4-0.711*r^6)"
> IMGP4694-corrected.tiff
>
> But it is not the case.

I don't know why this does not work.  It looks correct.  However,
the coefficients are unrealistic in my opinion.  FWIW, I've never
seen a lens with a such sudden fall-off, not even fish-eyes.

> [...]
>
> I guess that instead of having a (parametric) formula to correct
> brightness depending only on the distance to the center, the
> correction profile could be a low-resolution image that lensfun
> would scale up to the picture size and use to.

This plus bilinear interpolation is the plan.

> [...]
>
> PS: There is another addition to lensfun that would be useful for
> the owners of Pentax bodies: taking into account the position of
> the optical center. Because the sensor may not be centered (due to
> shake reduction, or composition adjustment) and therefore the
> vignetting intensity is not the same in every corner.

Lensfun has the <center> tag, see
<http://lensfun.sourceforge.net/manual/el_lens.html>.  But I don't
accept it in the database unless I'm convinced that a certain lens
model has the same de-centering with each lens sample.

Tschö,
Torsten.

-- 
Torsten Bronger


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