pm3d and contours
Paul Smith <[email protected]> Fri, 28 Jul 2023 09:54:43 -0400
| Newsgroups | gmane.comp.graphics.gnuplot.user |
|---|---|
| Message-ID | <CACtn9u9Ecjta0FdcQ5=T8C3hJ2HBZd7Zuso705zqRxe-e9JCvA@mail.gmail.com> |
I am trying to plot data with pm3d and contours, but the contours don't show up on the plot. The data file is attached and the script is below: #!/usr/bin/env gnuplot set term pngcairo enh col size 800,600 font ",18" set output 'out.png' unset key set palette maxcol 0 set contour surface set cntrparam levels discrete 0.1 set pm3d map interp 0,0 splot 'test.txt' us 1:2:($6/$7) The pm3d plot is rendered correctly but the contours are missing. Any ideas? _______________________________________________ gnuplot-info mailing list [email protected] Membership management via: https://lists.sourceforge.net/lists/listinfo/gnuplot-info
test.txt
(text/plain, 98.7 KB)
# year: 2020.00 # current loop altitude: 110.0 [km] # current loop tilt: 0.0 [deg] # current loop azimuth: 0.0 [deg] # current loop use QD: 1 # B grid altitude: 0.0 [km] # Field 1: spherical harmonic degree # Field 2: latitude (degrees) # Field 3: NEC/X residual norm || X_BS - X_SH || (nT/kA) # Field 4: NEC/Y residual norm || Y_BS - Y_SH || (nT/kA) # Field 5: NEC/Z residual norm || Z_BS - Z_SH || (nT/kA) # Field 6: max || B_BS - B_SH || (nT/kA) # Field 7: max || B_BS || (nT/kA) 5 -85.000000 4.012069278956e-01 2.529818115492e-01 1.392682650980e+00 1.926946523508e+00 1.945392145859e+00 10 -85.000000 1.116231530153e+00 1.063048200100e+00 1.968910249533e+00 1.836469030876e+00 1.945392145859e+00 15 -85.000000 2.065390161000e+00 2.063850715726e+00 2.746317063455e+00 1.650158328771e+00 1.945392145859e+00 20 -85.000000 1.498558677649e+00 2.004564281215e+00 3.239808261164e+00 1.442410218967e+00 1.945392145859e+00 25 -85.000000 2.593016544528e+00 2.229211616787e+00 3.242904865548e+00 1.222355994211e+00 1.945392145859e+00 30 -85.000000 1.985954757663e+00 2.330053287997e+00 3.497716656367e+00 1.039223495709e+00 1.945392145859e+00 35 -85.000000 2.381272072486e+00 2.306545286968e+00 3.414923361732e+00 9.343443928063e-01 1.945392145859e+00 40 -85.000000 2.908549606184e+00 2.606244072715e+00 3.497190641480e+00 9.012579741455e-01 1.945392145859e+00 45 -85.000000 2.836401604432e+00 2.905937686247e+00 4.088197411982e+00 8.888695426437e-01 1.945392145859e+00 50 -85.000000 3.457577446889e+00 3.171724331165e+00 4.250364553254e+00 8.501540313103e-01 1.945392145859e+00 55 -85.000000 3.089576068470e+00 3.257031271130e+00 4.685833869294e+00 7.710569956821e-01 1.945392145859e+00 60 -85.000000 3.083481556140e+00 3.129804976939e+00 4.465216978207e+00 6.762476448863e-01 1.945392145859e+00 65 -85.000000 2.898850230109e+00 2.878622178113e+00 4.112785352593e+00 5.741078405190e-01 1.945392145859e+00 70 -85.000000 2.544566976715e+00 2.667717247936e+00 3.854967595546e+00 5.063795145377e-01 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