Re: Exporting Density Plots -- one pixel per point?
- To: mathgroup at smc.vnet.net
- Subject: [mg64362] Re: [mg64344] Exporting Density Plots -- one pixel per point?
- From: "Maarten van der Burgt" <maarten.vanderburgt at icos.be>
- Date: Tue, 14 Feb 2006 01:31:38 -0500 (EST)
- Sender: owner-wri-mathgroup at wolfram.com
Hallo,
The following results in a gray scale TIFF file which is exactly
3000 x 3000 pixels.
The Export to the hard disk takes 0.7 sec on a Pentium M, 1.6 GHz, 500 Mb
portable PC with Mathematica 5.0 and Windows XP.
Hope this helps,
Maarten
w=3000;
h=3000;
dat = Table[Random[Integer, {0,255}],{h},{w}];
gr =Show[Graphics[Raster[dat,{{0,0},{w,h}},{0,255}]],
PlotRange\[Rule]{{1,w},{1,h}},ImageSize\[Rule]{w,h},
AspectRatio\[Rule]Automatic,DisplayFunction\[Rule]Identity]
Timing[Export[CurDir[]<>"image.tif", gr, "Tiff"]]
"quintessentialk"
<quintessentialk@ To: mathgroup at smc.vnet.net
gmail.com> cc:
Subject: [mg64362] [mg64344] Exporting Density Plots -- one pixel per point?
13/02/2006 09:15
Hello,
I wish to generate large bitmaps (tiffs, say) where each the greyscale
color value of each pixel is determined by a given function of x and y.
By large, I mean more than 9E6 pixels.
I've tried using a density plot for this, and then a rasterized table,
but I run into a couple of difficulties. First, if I use pixel counts
which approach this order of magnitude, I get memory errors -- on a
win32 machine with 2GB installed. Second, if I make do with a smaller
pixel count, I have trouble exporting the plot in a truly
one-pixel-per-data-point fashion. (The process is time consuming, and
results are unconvincing).
I think the problem is the way Mathematica internally tries do
everything in a resolution independent way, which I don't want here.
Ideas?
Questions?
(The specific application is to generate high resolution print-outs of
holographic patterns which can later be imaged to photographic film.
After appropriate development and bleaching, the exposed film can be
used as a transmission hologram to couple gaussian laser beams into
other interesting modes.)
Thank you.