A common application in many scientific disciplines involves plotting one or several time-series as as ``wiggles'' along tracks. Marine geophysicists often display magnetic anomalies in this manner, and seismologists use the technique when plotting individual seismic traces. In our example we will show how a set of Geosat sea surface slope profiles from the south Pacific can be plotted as ``wiggles'' using the pswiggle program. We will embellish the plot with track numbers, the location of the Pacific-Antarctic Ridge, recognized fracture zones in the area, and a ``wiggle'' scale. The Geosat tracks are stored in the files *.xys, the ridge in ridge.xy, and all the fracture zones are stored in the multiple segment file fz.xy. We extract the profile id (which is the first part of the file name for each profile) and the last point in each of the track files to construct an input file for pstext that will label each profile with the track number. We know the profiles trend approximately N40E so we want the labels to have that same orientation (i.e., the angle with the baseline must be 50). We do this by extracting the last record from each track, paste this file with the tracks.lis file, and use $AWK to create the format needed for pstext. Note we offset the positions by -0.05 inch with -–D in order to have a small gap between the profile and the label:
pswiggle track_*.xys -R185/250/-68/-42 -U"Example 9 in Cookbook" -K -Jm0.13i -Ba10f5 -G0 -Z2000 \ -W0.25p -S240/-67/500/@~m@~rad >! example_09.ps psxy -R -Jm -O -K ridge.xy -W1.25p >> example_09.ps psxy -R -Jm -O -K -M fz.xy -W0.5pta >> example_09.ps if (-e tmp) then \rm -f tmp endif foreach file (track_*.xys) # Make label file tail -1 $file >>! tmp end ls track_*.xys | $AWK -F. '{print $2}' >! tracks.lis paste tmp tracks.lis | $AWK '{print $1, $2, 10, 50, 1, 7, $4}' | pstext -R -Jm -D-0.05i/-0.05i -O \ >> example_09.ps \rm -f tmp tracks.lis .gmtcommands
The output shows the sea-surface slopes along 42 descending Geosat tracks in the Eltanin and Udintsev fracture zone region in a Mercator projection (Figure 6.9).