Measuring and Modeling Anisotropic Reflection
by Greg Ward
ABSTRACT
A new device for measuring the spatial reflectance distributions
of surfaces is introduced, along with a new
mathematical model of anisotropic reflectance.
The reflectance model presented is both simple and accurate,
permitting efficient reflectance data reduction
and reproduction.
The validity of the model is substantiated with comparisons to
complete measurements of surface reflectance functions gathered
with the novel reflectometry device.
This new device uses imaging technology to capture
the entire hemisphere of reflected directions simultaneously,
which
greatly accelerates the reflectance data gathering process,
making it possible to measure dozens of
surfaces in the time that it used to take to do one.
Example measurements and simulations are shown, and a table of
fitted parameters for several surfaces is presented.
Unfortunately, we do not have an HTML version of this paper to offer.
Instead, we have a set of PostScript files that together comprise
the original submission, and a set of scanned images from the final,
printed proceedings.
The PostScript files look better, but are not an
exact facsimile of the published paper.
The PostScript files are bundled in a compressed tar archive,
paper.tar.Z (4781K).
A README file contained in this archive describes
its contents.
The scanned pages from the published paper are offered in GIF and
compressed TIFF formats. The GIF's are a bit smaller, but some
quality may be lost on pages 6 and 7, which were originally
in 24-bit color.
(If you lack 24-bit capability, then you are better off with the GIF
images.)
All other pages are grayscale.
To pick up the pages one at a time, click on the file names below:
- page1.gif (99K) or
page1.tif (430K)
- page2.gif (102K) or
page2.tif (420K)
- page3.gif (96K) or
page3.tif (407K)
- page4.gif (85K) or
page4.tif (407K)
- page5.gif (67K) or
page5.tif (351K)
- page6.gif (560K) or
page6.tif (2381K)
- page7.gif (488K) or
page7.tif (2381K)
- page8.gif (118K) or
page8.tif (453K)