Hi Bob,

The mapped surfaces require a second cube file. The most common situation is
where the electrostatic potential (ESP) is mapped onto the total electron
density surface. The electron density surface is constructed as you
described, and once the grid points defining the surface have been
determined they are used to determine the value of the ESP from the second
cube. The ESP value then determines the color at that point of the surface.

A slice through a cube would have one value defined by the user (i.e. a
slice at X=0). The surface could then be color coded by the value of the
grid point from the cube file.

Rick

<What the JVXL format does is:

(a) identify all points in the stream of data where we cross the 
surface, thus identifying all (.) and (o), and then

(b) identify the fractional distance from one end of each critical 
edges to the other (where the "x" goes) and encodes that as an ASCII 
character between 35 and 125.

These are the only two pieces of information required to draw a 
monochromatic surface with 99% precision in relation to the position 
of the surface within each voxel.

For colored surfaces, we also need a color index at each surface point 
(x). This could be from the original data or it could be from mapping 
a separate set of voxel or functional data onto it. I hope to add that 
soon. It will be a set of ASCII characters again, because the 
"rainbow" of colors is really just 36 distinct color values. It will 
be the same length as the edge fractional distance string.

But first I need to understand how one maps information like this onto 
a set of voxels or surface points.

Bob
-- 

Robert M. Hanson, [EMAIL PROTECTED], 507-646-3107
Professor of Chemistry, St. Olaf College
1520 St. Olaf Ave., Northfield, MN 55057
mailto:[EMAIL PROTECTED]
http://www.stolaf.edu/people/hansonr

"Imagination is more important than knowledge."  - Albert Einstein
>




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