f, ax = plt.subplots(1, figsize=(10, 10))
segdat.plot(ax = ax)
ax.grid(False)
但是我想在图上 ON 显示属性seg_id2
。这个想法是在视觉上识别出绘图上的哪个细分ID。
我该怎么办?
DrainID Region tosegment2 tosegment seg_id seg_id2 POI_ID \
4265 0 17 17003600 3600 3601 17003601 23977694.0
4266 0 17 17003601 3601 3602 17003602 23977730.0
4267 0 17 17003602 3602 3603 17003603 23977740.0
4268 0 17 17003603 3603 3604 17003604 23977756.0
4269 0 17 17003604 3604 3605 17003605 23977768.0
4280 0 17 17003617 3617 3616 17003616 23978138.0
4281 0 17 17003601 3601 3617 17003617 23978240.0
4282 0 17 17003603 3603 3618 17003618 23978270.0
TOCOMID2 To_POI_ID ToFTYPE \
4265 23977692 23977690 ArtificialPath
4266 23977728 23977694 StreamRiver
4267 23977738 23977730 StreamRiver
4268 23977754 23977740 StreamRiver
4269 23977766 23977756 StreamRiver
4280 23978124 23978240 StreamRiver
4281 23977728 23977694 StreamRiver
4282 23977754 23977740 StreamRiver
... start_y TopElev \
4265 ... 2953650.0 419.0
4266 ... 2950720.0 450.0
4267 ... 2949670.0 515.0
4268 ... 2944070.0 673.0
4269 ... 2938960.0 1556.0
4280 ... 2954990.0 1204.0
4281 ... 2956780.0 646.0
4282 ... 2954410.0 1142.0
start_lon start_lat end_x end_y BotElev end_lon \
4265 -121.60876 47.22422 -1.936867e+06 2.962250e+06 315.0 -121.77018
4266 -121.56032 47.20599 -1.926502e+06 2.953645e+06 419.0 -121.60876
4267 -121.45534 47.21603 -1.923482e+06 2.950721e+06 450.0 -121.56032
4268 -121.37551 47.17858 -1.915479e+06 2.949670e+06 515.0 -121.45534
4269 -121.30617 47.14376 -1.910708e+06 2.944069e+06 673.0 -121.37551
4280 -121.48708 47.25993 -1.922253e+06 2.956777e+06 646.0 -121.56589
4281 -121.56589 47.26175 -1.926502e+06 2.953645e+06 419.0 -121.60876
4282 -121.48519 47.25484 -1.915479e+06 2.949670e+06 515.0 -121.45534
end_lat geometry
4265 47.27419 LINESTRING (-121.608761988729 47.2242221934646...
4266 47.22422 LINESTRING (-121.5603207212904 47.205992526363...
4267 47.20599 LINESTRING (-121.4553369887238 47.216027726421...
4268 47.21603 LINESTRING (-121.3755095225431 47.178575793639...
4269 47.17858 LINESTRING (-121.3061719883217 47.143764793176...
4280 47.26175 LINESTRING (-121.4870757220231 47.259931326970...
4281 47.22422 LINESTRING (-121.5658905883279 47.261748327003...
4282 47.21603 LINESTRING (-121.4851917216763 47.254842326505...
[8 rows x 22 columns]