On Sep 12, 2006, at 8:40 PM, Anthony Thyssen wrote:
> Timothy Hunter on wrote...
> | I apologize up front if this post is vague. My last
trig lessons
> were
> | 35 years ago.
> |
> | I've been reading Anthony's examples on
displacement maps.
> |
> | I'm working on an script that uses a displacement
map to "bend" an
> | image, that is, to make the left side of the image
curve inward and
> | the right side to curve outward, while leaving the
top and bottom
> | straight and parallel. If I use a displacement map
with a gradient
> | that changes linearly from black in the middle to
gray50 on the top
> | and bottom, the image sides become v-shaped, not
curved. (I hope
> this
> | is clear.)
> |
> | Instead of changing linearly, the intensities in the
gradient must
> | change on a curve, that curve being part of the
perimeter of a
> circle
> | having a specified radius. The radius of the circle
defines how deep
> | the curves on the sides are.
> |
> | I have code that produces the displacement map using
some simple
> trig
> | functions to compute each intensity, but it seems to
me that this
> | problem is probably already has a solution and I'm
just ignorant of
> | it. Is there a function in ImageMagick that will
produce such a
> | displacement map?
> |
> | If necessary I can produce the code (it's in Ruby)
and the map I've
> | got now.
>
>
> Perhaps you can place some examples online, original,
what you want,
> what you get, how you generate the displacement map.
>
After rather more messing about with my ISP than should be
necessary
(and scrounging a picture of a right triangle from the web),
I've
managed to upload a web page with the images, Ruby program,
and some
explanation. Check out http:/
/home.nc.rr.com/foxhunter/polaroid.html.
The short version of my question is: is there a better,
simpler way
of producing the result of the displace operation?
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