Diffraction Grids
These grids can be printed on transparency film and used for experiments with
diffraction. They print well on a Hewlett-Packard LaserJet 5M but haven't been
tested on other laser printers. They may not work well on other laser printers
because they are sensitive to the resolution of the printer. With high
resolution printers it may be possible to print finer (and better) grids but
with lower resolution printers it may not be possible to print grids of adequate
quality. You can experiment by changing the values of finest and
finer in the postscript programs.
The basic idea for these grids came from a talk given by Art Ellis from the
Department of Chemistry at the University of Wisconsin. The Web site
Education Activities
in Chemistry at UW-Madison is a rich source of activities in Chemistry.

- Full page one-way grid. This postscript file prints one "grid" with
fine parallel lines. There are 60 line pairs per inch.


- Full page two-way grid. This postscript file prints one "grid" with
fine parallel lines in a grid pattern. There are 60 line pairs per inch both
horizontally and vertically.

- Twelve copies of a two-way grid. This postscript file prints twelve
copies of a "grid" with fine parallel lines in a grid pattern. There are 60 line
pairs per inch both horizontally and vertically. Each copy has four sections.
One section is clear; one section has just horizontal lines; one section has
just vertical lines; and one section has both horizontal and vertical lines.


- Twelve copies of a three-way grid. This postscript file prints twelve
copies of a "grid" with fine parallel lines in a grid pattern. There are very fine
lines with 60 line pairs per inch and somewhat less fine lines with 50 line pairs
per inch. Each copy has nine sections. One section is clear; one section has
just 60 line pair per inch horizontal lines; one section has
just 60 line pair per inch vertical lines; one section has just 50 line pair per
inch horizontal lines; one section has just 48 line pair per inch vertical lines;
and the other sections have the various possible combinations of horizontal and
vertical lines.

Copyright c 1998 by
Frank Wattenberg, Department of Mathematics, Montana State University,
Bozeman, MT 59717