From f78194628f2aef361467e4b07ab4397deb8857eb Mon Sep 17 00:00:00 2001 From: yvonnefroelich Date: Tue, 24 Dec 2024 12:41:59 +0100 Subject: [PATCH 01/74] Add draft of JN for geopandas - geodataframes with lines and polygons --- geopandas_geodataframe_lines_polygons.ipynb | 81 +++++++++++++++++++++ 1 file changed, 81 insertions(+) create mode 100755 geopandas_geodataframe_lines_polygons.ipynb diff --git a/geopandas_geodataframe_lines_polygons.ipynb b/geopandas_geodataframe_lines_polygons.ipynb new file mode 100755 index 0000000..0fc36cb --- /dev/null +++ b/geopandas_geodataframe_lines_polygons.ipynb @@ -0,0 +1,81 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "760146f6-d4c9-4e69-b539-f42e057c7945", + "metadata": {}, + "outputs": [], + "source": [ + "import geopandas as gpd\n", + "import pygmt\n", + "\n", + "\n", + "fig = pygmt.Figure()\n", + "\n", + "fig.coast(\n", + " projection=\"M10c\",\n", + " region=[-10, 34, 35, 59],\n", + " land=\"gray99\",\n", + " shorelines=\"1/0.1p,gray50\",\n", + " frame=[\"WsNe\", \"af\"],\n", + ")\n", + "\n", + "gpd_rivers_org = gpd.read_file(\n", + " \"https://www.eea.europa.eu/data-and-maps/data/wise-large-rivers-and-large-lakes/\"\n", + " + \"zipped-shapefile-with-wise-large-rivers-vector-line/\"\n", + " + \"zipped-shapefile-with-wise-large-rivers-vector-line/\"\n", + " + \"at_download/file/wise_large_rivers.zip\"\n", + ")\n", + "gpd_rivers = gpd_rivers_org.to_crs(\"EPSG:4326\")\n", + "\n", + "# Plot the lines with pen\n", + "fig.plot(data=gpd_rivers, pen=\"0.5p,steelblue,solid\")\n", + "\n", + "\n", + "fig.shift_origin(xshift=\"w+1.5c\")\n", + "\n", + "\n", + "fig.basemap(region=[-88, -87.5, 41.64, 42.04], projection=\"M9c\", frame=\"rtlb\")\n", + "\n", + "gdf_airbnb = gpd.read_file(\"https://geodacenter.github.io/data-and-lab//data/airbnb.zip\")\n", + "popul_min = gdf_airbnb[\"population\"].min()\n", + "popul_max = gdf_airbnb[\"population\"].max()\n", + "pygmt.makecpt(cmap=\"SCM/bilbao\", series=[popul_min, popul_max, 10])\n", + "fig.colorbar(frame=\"x+lpopulation\", position=\"jBL+jBL+o0.5c/0c+v\")\n", + "\n", + "# Plot the polygons with color-coding for the population\n", + "fig.plot(\n", + " data=gdf_airbnb,\n", + " pen=\"0.2p,gray10\",\n", + " fill=\"+z\",\n", + " cmap=True,\n", + " aspatial=\"Z=population\",\n", + ")\n", + "\n", + "fig.show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.3" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From 93afa24250e6da2cd8918deb727d28831ee39c4e Mon Sep 17 00:00:00 2001 From: yvonnefroelich Date: Sat, 4 Jan 2025 09:14:44 +0100 Subject: [PATCH 02/74] Include output figure --- geopandas_geodataframe_lines_polygons.ipynb | 19 +++++++++++++++++-- 1 file changed, 17 insertions(+), 2 deletions(-) diff --git a/geopandas_geodataframe_lines_polygons.ipynb b/geopandas_geodataframe_lines_polygons.ipynb index 0fc36cb..91664c1 100755 --- a/geopandas_geodataframe_lines_polygons.ipynb +++ b/geopandas_geodataframe_lines_polygons.ipynb @@ -2,10 +2,25 @@ "cells": [ { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "id": "760146f6-d4c9-4e69-b539-f42e057c7945", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": { + "image/png": { + "width": 500 + } + }, + "output_type": "display_data" + } + ], "source": [ "import geopandas as gpd\n", "import pygmt\n", From 587da3a52283b72c898d31c9b19fdd8b3abcb3c1 Mon Sep 17 00:00:00 2001 From: yvonnefroelich Date: Sat, 4 Jan 2025 09:41:50 +0100 Subject: [PATCH 03/74] Reduce resolution of output image in JN --- geopandas_geodataframe_lines_polygons.ipynb | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/geopandas_geodataframe_lines_polygons.ipynb b/geopandas_geodataframe_lines_polygons.ipynb index 91664c1..10e36fa 100755 --- a/geopandas_geodataframe_lines_polygons.ipynb +++ b/geopandas_geodataframe_lines_polygons.ipynb @@ -2,13 +2,13 @@ "cells": [ { "cell_type": "code", - "execution_count": 2, + "execution_count": 3, "id": "760146f6-d4c9-4e69-b539-f42e057c7945", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", "text/plain": [ "" ] @@ -68,7 +68,7 @@ " aspatial=\"Z=population\",\n", ")\n", "\n", - "fig.show()" + "fig.show(dpi=150)" ] } ], From fc103e9b0039e57d1e04d183ace3141234480a0a Mon Sep 17 00:00:00 2001 From: yvonnefroelich Date: Sun, 5 Jan 2025 19:21:55 +0100 Subject: [PATCH 04/74] Follow coding style --- geopandas_geodataframe_lines_polygons.ipynb | 5 +++-- 1 file changed, 3 insertions(+), 2 deletions(-) diff --git a/geopandas_geodataframe_lines_polygons.ipynb b/geopandas_geodataframe_lines_polygons.ipynb index 10e36fa..a1fb70e 100755 --- a/geopandas_geodataframe_lines_polygons.ipynb +++ b/geopandas_geodataframe_lines_polygons.ipynb @@ -25,7 +25,6 @@ "import geopandas as gpd\n", "import pygmt\n", "\n", - "\n", "fig = pygmt.Figure()\n", "\n", "fig.coast(\n", @@ -53,7 +52,9 @@ "\n", "fig.basemap(region=[-88, -87.5, 41.64, 42.04], projection=\"M9c\", frame=\"rtlb\")\n", "\n", - "gdf_airbnb = gpd.read_file(\"https://geodacenter.github.io/data-and-lab//data/airbnb.zip\")\n", + "gdf_airbnb = gpd.read_file(\n", + " \"https://geodacenter.github.io/data-and-lab//data/airbnb.zip\"\n", + ")\n", "popul_min = gdf_airbnb[\"population\"].min()\n", "popul_max = gdf_airbnb[\"population\"].max()\n", "pygmt.makecpt(cmap=\"SCM/bilbao\", series=[popul_min, popul_max, 10])\n", From 57511d0aa1638f3988f1747a5ee352ae474c3a82 Mon Sep 17 00:00:00 2001 From: yvonnefroelich Date: Sun, 5 Jan 2025 19:26:42 +0100 Subject: [PATCH 05/74] Adjust filename --- ...ynb => pygmt_paper_geopandas_geodataframe_lines_polygons.ipynb | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename geopandas_geodataframe_lines_polygons.ipynb => pygmt_paper_geopandas_geodataframe_lines_polygons.ipynb (100%) diff --git a/geopandas_geodataframe_lines_polygons.ipynb b/pygmt_paper_geopandas_geodataframe_lines_polygons.ipynb similarity index 100% rename from geopandas_geodataframe_lines_polygons.ipynb rename to pygmt_paper_geopandas_geodataframe_lines_polygons.ipynb From 01812e8becc1c317ccc4624674fd8931bc73675d Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Thu, 16 Oct 2025 22:17:34 +0200 Subject: [PATCH 06/74] Remove comments | Improve code structure --- ...eopandas_geodataframe_lines_polygons.ipynb | 24 ++++++------------- 1 file changed, 7 insertions(+), 17 deletions(-) diff --git a/pygmt_paper_geopandas_geodataframe_lines_polygons.ipynb b/pygmt_paper_geopandas_geodataframe_lines_polygons.ipynb index a1fb70e..aa9f020 100755 --- a/pygmt_paper_geopandas_geodataframe_lines_polygons.ipynb +++ b/pygmt_paper_geopandas_geodataframe_lines_polygons.ipynb @@ -2,13 +2,13 @@ "cells": [ { "cell_type": "code", - "execution_count": 3, + "execution_count": 1, "id": "760146f6-d4c9-4e69-b539-f42e057c7945", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "" ] @@ -27,13 +27,8 @@ "\n", "fig = pygmt.Figure()\n", "\n", - "fig.coast(\n", - " projection=\"M10c\",\n", - " region=[-10, 34, 35, 59],\n", - " land=\"gray99\",\n", - " shorelines=\"1/0.1p,gray50\",\n", - " frame=[\"WsNe\", \"af\"],\n", - ")\n", + "fig.basemap(projection=\"M10c\", region=[-10, 34, 35, 59], frame=[\"WsNe\", \"af\"])\n", + "fig.coast(land=\"gray99\", shorelines=\"1/0.1p,gray50\")\n", "\n", "gpd_rivers_org = gpd.read_file(\n", " \"https://www.eea.europa.eu/data-and-maps/data/wise-large-rivers-and-large-lakes/\"\n", @@ -43,24 +38,19 @@ ")\n", "gpd_rivers = gpd_rivers_org.to_crs(\"EPSG:4326\")\n", "\n", - "# Plot the lines with pen\n", "fig.plot(data=gpd_rivers, pen=\"0.5p,steelblue,solid\")\n", "\n", - "\n", + "# -----------------------------------------------------------------------------\n", "fig.shift_origin(xshift=\"w+1.5c\")\n", "\n", - "\n", "fig.basemap(region=[-88, -87.5, 41.64, 42.04], projection=\"M9c\", frame=\"rtlb\")\n", "\n", - "gdf_airbnb = gpd.read_file(\n", - " \"https://geodacenter.github.io/data-and-lab//data/airbnb.zip\"\n", - ")\n", + "gdf_airbnb = gpd.read_file(\"https://geodacenter.github.io/data-and-lab//data/airbnb.zip\")\n", "popul_min = gdf_airbnb[\"population\"].min()\n", "popul_max = gdf_airbnb[\"population\"].max()\n", + "\n", "pygmt.makecpt(cmap=\"SCM/bilbao\", series=[popul_min, popul_max, 10])\n", "fig.colorbar(frame=\"x+lpopulation\", position=\"jBL+jBL+o0.5c/0c+v\")\n", - "\n", - "# Plot the polygons with color-coding for the population\n", "fig.plot(\n", " data=gdf_airbnb,\n", " pen=\"0.2p,gray10\",\n", From e28845511b8fcaa6a60f8754f3ed92b543c898f2 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Wed, 5 Nov 2025 12:07:26 +0100 Subject: [PATCH 07/74] Move to normal python script (temporaly) --- ...eopandas_geodataframe_lines_polygons.ipynb | 56 +------------------ ...r_geopandas_geodataframe_lines_polygons.py | 38 +++++++++++++ 2 files changed, 40 insertions(+), 54 deletions(-) create mode 100755 pygmt_paper_geopandas_geodataframe_lines_polygons.py diff --git a/pygmt_paper_geopandas_geodataframe_lines_polygons.ipynb b/pygmt_paper_geopandas_geodataframe_lines_polygons.ipynb index aa9f020..cc170a6 100755 --- a/pygmt_paper_geopandas_geodataframe_lines_polygons.ipynb +++ b/pygmt_paper_geopandas_geodataframe_lines_polygons.ipynb @@ -5,61 +5,9 @@ "execution_count": 1, "id": "760146f6-d4c9-4e69-b539-f42e057c7945", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "metadata": { - "image/png": { - "width": 500 - } - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "import geopandas as gpd\n", - "import pygmt\n", - "\n", - "fig = pygmt.Figure()\n", - "\n", - "fig.basemap(projection=\"M10c\", region=[-10, 34, 35, 59], frame=[\"WsNe\", \"af\"])\n", - "fig.coast(land=\"gray99\", shorelines=\"1/0.1p,gray50\")\n", - "\n", - "gpd_rivers_org = gpd.read_file(\n", - " \"https://www.eea.europa.eu/data-and-maps/data/wise-large-rivers-and-large-lakes/\"\n", - " + \"zipped-shapefile-with-wise-large-rivers-vector-line/\"\n", - " + \"zipped-shapefile-with-wise-large-rivers-vector-line/\"\n", - " + \"at_download/file/wise_large_rivers.zip\"\n", - ")\n", - "gpd_rivers = gpd_rivers_org.to_crs(\"EPSG:4326\")\n", - "\n", - "fig.plot(data=gpd_rivers, pen=\"0.5p,steelblue,solid\")\n", - "\n", - "# -----------------------------------------------------------------------------\n", - "fig.shift_origin(xshift=\"w+1.5c\")\n", - "\n", - "fig.basemap(region=[-88, -87.5, 41.64, 42.04], projection=\"M9c\", frame=\"rtlb\")\n", - "\n", - "gdf_airbnb = gpd.read_file(\"https://geodacenter.github.io/data-and-lab//data/airbnb.zip\")\n", - "popul_min = gdf_airbnb[\"population\"].min()\n", - "popul_max = gdf_airbnb[\"population\"].max()\n", - "\n", - "pygmt.makecpt(cmap=\"SCM/bilbao\", series=[popul_min, popul_max, 10])\n", - "fig.colorbar(frame=\"x+lpopulation\", position=\"jBL+jBL+o0.5c/0c+v\")\n", - "fig.plot(\n", - " data=gdf_airbnb,\n", - " pen=\"0.2p,gray10\",\n", - " fill=\"+z\",\n", - " cmap=True,\n", - " aspatial=\"Z=population\",\n", - ")\n", - "\n", - "fig.show(dpi=150)" + "# Copy finale version of script from normal Python file" ] } ], diff --git a/pygmt_paper_geopandas_geodataframe_lines_polygons.py b/pygmt_paper_geopandas_geodataframe_lines_polygons.py new file mode 100755 index 0000000..e3539c1 --- /dev/null +++ b/pygmt_paper_geopandas_geodataframe_lines_polygons.py @@ -0,0 +1,38 @@ +import geopandas as gpd +import pygmt + +fig = pygmt.Figure() + +fig.basemap(projection="M10c", region=[-10, 34, 35, 59], frame=["WsNe", "af"]) +fig.coast(land="gray99", shorelines="1/0.1p,gray50") + +gpd_rivers_org = gpd.read_file( + "https://www.eea.europa.eu/data-and-maps/data/wise-large-rivers-and-large-lakes/" + + "zipped-shapefile-with-wise-large-rivers-vector-line/" + + "zipped-shapefile-with-wise-large-rivers-vector-line/" + + "at_download/file/wise_large_rivers.zip" +) +gpd_rivers = gpd_rivers_org.to_crs("EPSG:4326") + +fig.plot(data=gpd_rivers, pen="0.5p,steelblue,solid") + +# ----------------------------------------------------------------------------- +fig.shift_origin(xshift="w+1.5c") + +fig.basemap(region=[-88, -87.5, 41.64, 42.04], projection="M9c", frame="rtlb") + +gdf_airbnb = gpd.read_file("https://geodacenter.github.io/data-and-lab//data/airbnb.zip") +popul_min = gdf_airbnb["population"].min() +popul_max = gdf_airbnb["population"].max() + +pygmt.makecpt(cmap="SCM/bilbao", series=[popul_min, popul_max, 10]) +fig.colorbar(frame="x+lpopulation", position="jBL+jBL+o0.5c/0c+v") +fig.plot( + data=gdf_airbnb, + pen="0.2p,gray10", + fill="+z", + cmap=True, + aspatial="Z=population", +) + +fig.show() From fb445fd98f506d6b158f3af1cb4ae837e995ce6f Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Wed, 12 Nov 2025 21:35:17 +0100 Subject: [PATCH 08/74] Rename files and save output figure --- ...lygons.ipynb => Fig7_PyGMT_geopandas.ipynb | 0 Fig7_PyGMT_geopandas.png | Bin 0 -> 61809 bytes Fig7_PyGMT_geopandas.py | 23 +++++++++++ ...r_geopandas_geodataframe_lines_polygons.py | 38 ------------------ 4 files changed, 23 insertions(+), 38 deletions(-) rename pygmt_paper_geopandas_geodataframe_lines_polygons.ipynb => Fig7_PyGMT_geopandas.ipynb (100%) create mode 100755 Fig7_PyGMT_geopandas.png create mode 100755 Fig7_PyGMT_geopandas.py delete mode 100755 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z4@at`m_91T@!uu7*{to5=sY`{4*Modcx^|jM@0*GTH#%?FCu?Y=L#}2@9=8KSm57L z-F#k@51}3^0JFoEiHD`@Vg7f)wVkaYhXLBmYlvBalKO*J0$MjC8N>ls@CaXEg~H9G zB9%8xoq1qSs%0o;r`}JtXgA1~DdfWM5&=kXZNGnG0K^xqfZ)GaC=V&wt~q|AlrSKz zo4kbNSW!9605t;yJ-uA;7^6;AKQ#ypRCgpYD^w>Kp>$M0PB4IRUh@K)#Q3F#f*> zBlQOw3%ksYH$K;wG<0qiSRDM+ Date: Thu, 13 Nov 2025 22:14:17 +0100 Subject: [PATCH 09/74] Add codes for choropleth map based on dcw parameter --- Fig7_PyGMT_geopandas.py | 86 ++++++++++++++++++++ dcw_choropleth_sorted_by_change_percent.png | Bin 0 -> 264254 bytes eu_population.txt | 51 ++++++++++++ 3 files changed, 137 insertions(+) create mode 100755 dcw_choropleth_sorted_by_change_percent.png create mode 100755 eu_population.txt diff --git a/Fig7_PyGMT_geopandas.py b/Fig7_PyGMT_geopandas.py index 822da6e..f3a4deb 100755 --- a/Fig7_PyGMT_geopandas.py +++ b/Fig7_PyGMT_geopandas.py @@ -21,3 +21,89 @@ fig.show() fig.savefig(fname="Fig7_PyGMT_geopandas.png") + + +# %% +import pandas as pd +import pygmt + + +# %% +# ----------------------------------------------------------------------------- +# General stuff +# ----------------------------------------------------------------------------- +color_neg = "darkorange" +color_pos = "darkgreen" +color_null = "white" + +lon_min = -26 +lon_max = 52 +lat_min = 33 +lat_max = 72 + +region = [lon_min, lon_max, lat_min, lat_max] +projection="M10c" + + +# %% +# ----------------------------------------------------------------------------- +# Load data +# ----------------------------------------------------------------------------- +data_file = "eu_population.txt" +df_pop_raw = pd.read_csv(f"{data_file}", sep="\t") + +sort_by = "change_percent" # "land", "change_percent" +df_pop = df_pop_raw.sort_values(sort_by, ignore_index=True) + +abs_max_change = abs(max(df_pop["change_percent"])) + + +# %% +# ----------------------------------------------------------------------------- +# Create map +# ----------------------------------------------------------------------------- +fig = pygmt.Figure() +fig.basemap(region=region, projection=projection, frame=True) + +for i_land in range(len(df_pop)): + + land = df_pop["land"][i_land] + change = df_pop["change_percent"][i_land] + + # Creat simple diverging colormap via semi-transparency + color_sign = color_pos + if change < 0: color_sign = color_neg + elif change == 0: color_sing = color_null + color_trans = f"{color_sign}@{abs_max_change - abs(change)}" + + # Make a choropleth map using dcw + fig.coast(dcw=f"{land}+g{color_trans}") + + # Plot dummy data points outside of study area for legend + leg_head = " " + if i_land == 0: + leg_head = "+N2+HPopulation change 1990 - 2023+f11p" + fig.plot( + x=0, + y=0, + style="s0.4c", + fill=color_trans, + pen="0.1p,gray30", + label=f"{land}: {change} %{leg_head}", + ) + + print(land) + # fig.show() + +# Add shorelines and political boundaries +fig.coast(shorelines="1/0.1p,gray60", borders="1/0.3p,white") + +# Add legend +with pygmt.config(FONT="9p"): + fig.legend(position="JRM+jLM+o0.2c/0c+w7.5c") + +# Show and save figure +fig.show() +fig_name = f"dcw_choropleth_sorted_by_{sort_by}" +for ext in ["png"]: #, "pdf", "eps"]: + fig.savefig(fname=f"{fig_name}.{ext}") diff --git a/dcw_choropleth_sorted_by_change_percent.png b/dcw_choropleth_sorted_by_change_percent.png new file mode 100755 index 0000000000000000000000000000000000000000..b331c4c6c34abdee51af943070b3733a0a66bf01 GIT binary patch literal 264254 zcmbrmbzD^68#OwJil9h`prA;1cPJq_ASH-&cXun&CFRfvGITg}cXxLq(%pSG`u)A{ zy?@{H`8Y7c%$&3Le)jXMXRUP%d@n1Gjz)wAfk4nDB}5em|h4dh`32aJ)%@X>lR=-p%TLasL$#bK9<)U2|A%Wkyi}G#=il5?|qv}55 z?sv;ou8qNRfDZ~;J`uA)9d(9dr zdwg?tN2FhZGK$oF?`^r;e}A2|-&<(ZMNDjK-o5jU_^bG#uM*_8;KgQt3_gorzkUrU z`9wuUF*wnV-0YLyB6gSMJZ>o!4hbCldEC$T8huczXM<0g{1F&Wni9Alk+#*5%Auy;3!c_4f?k-+1lUFtKV6`}lh6Fty-!)BX^w6?6|9I$3PgpIcZr^|_Coos;wA zyx%K1V9w)o*7Ee<%DxP#yINryHmYZ5pr?0sc~vLn)Y{barJYM6Hu3H-SM<7Q9vO*V 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zs>(pC_d;Ox>5d`_(%+Xi+q1`aZjQE?1^Y$s=o^3F(`=JG7M4#{)H@odN><140$M78 zqrP#Z;Mk+0=d!D`OzZR#p!(HXETB@ZEX@lod0!VB8!Op7yc?@0#rUg^yOiuBNU+zK z@*75DgL=vi{r1d+U)jQ$27dK_nO!Jp6Dfv4wcG7%pHl?^4Y;{8@Bpd>+l8F1xt@jy zKZtyL=QF+ENQAtPJuf21aG%I3ziy<;bSa5H}H|p>3*)x~2Q4$mOa=@QB)=kw`a>?uGd%xws{DoB96QPu%EO$kRkp?T#N3uA%>1ZuLfO;{{C1~8|JB4Md9vYeO*>81 zIPiy5krD{aR47)Ej~+$3QhcOyc)hE7O!h*WfjCKLf(sktara0!rm!$qpBrna_SR_* zkDTd8+fms6j=3F$KFyW8xpKdd*R^8y?6OLUvfXW^4ClKMBA8mmv_HfMeFbPiHK zfp#A=o?;UWEkkmiMLjH=*tZqhV2eu>WOfE%eI9o2+4=k#xK0By%0J4cU;XQ#tf5FB z8T;HELm1>3Cbl&4NBOoH|M%3{uTJr~k6w9%Oy7L;H>?d<)ohF{vb}D{c|&UUOvGD+ z(k_U6zl3~fF{z;C_PNkxRu0@(gqPj4i~C}_w7z)kdCAKTqY~i>{=wK+8~cKFW=~$x hTszlI1wNPLn?Xhe?Ys38C;yy2OhyG-DfQ~@{|84 Date: Wed, 19 Nov 2025 20:10:46 +0100 Subject: [PATCH 10/74] Add code for example covering points, lines, and polygons --- Fig7_PyGMT_geopandas.py | 34 ++++++++++++++++++++++++++++++++++ 1 file changed, 34 insertions(+) diff --git a/Fig7_PyGMT_geopandas.py b/Fig7_PyGMT_geopandas.py index f3a4deb..dde31fa 100755 --- a/Fig7_PyGMT_geopandas.py +++ b/Fig7_PyGMT_geopandas.py @@ -23,6 +23,40 @@ fig.savefig(fname="Fig7_PyGMT_geopandas.png") +# %% +import pygmt +import geopandas as gpd + +world = gpd.read_file("https://naciscdn.org/naturalearth/50m/cultural/ne_50m_admin_0_countries.zip") +rivers = gpd.read_file("https://naciscdn.org/naturalearth/110m/physical/ne_110m_rivers_lake_centerlines.zip") +cities = gpd.read_file("https://naciscdn.org/naturalearth/110m/cultural/ne_110m_populated_places_simple.zip") + +world["POP_EST"] *= 1.0e-5 + +fig = pygmt.Figure() +fig.basemap(region="=SA", projection="M15c", frame=True) +fig.plot(data=world, pen="0.5p,black", fill="lightgreen") +pygmt.makecpt(cmap="turbo", series=(0, 3000, 100)) +fig.plot( + data=world, + pen="0.2p,gray10", + fill="+z", + cmap=True, + aspatial="Z=POP_EST", +) +fig.colorbar(frame=True) +fig.plot(data=rivers, pen="1p,blue") +fig.plot(data=cities, style="c0.1c", fill="red", pen="black") +fig.text( + x=cities.geometry.x, + y=cities.geometry.y, + text=cities["name"], + font="10p,Helvetica-Bold,black", + offset="0.2c/0.2c", +) +fig.show() + + # %% import pandas as pd import pygmt From ab2ca00d72d93332961745284274e29d78d7440d Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Wed, 19 Nov 2025 20:11:38 +0100 Subject: [PATCH 11/74] Remove code for chorophleth via dcw --- Fig7_PyGMT_geopandas.py | 86 ----------------------------------------- 1 file changed, 86 deletions(-) diff --git a/Fig7_PyGMT_geopandas.py b/Fig7_PyGMT_geopandas.py index dde31fa..7a7a948 100755 --- a/Fig7_PyGMT_geopandas.py +++ b/Fig7_PyGMT_geopandas.py @@ -55,89 +55,3 @@ offset="0.2c/0.2c", ) fig.show() - - -# %% -import pandas as pd -import pygmt - - -# %% -# ----------------------------------------------------------------------------- -# General stuff -# ----------------------------------------------------------------------------- -color_neg = "darkorange" -color_pos = "darkgreen" -color_null = "white" - -lon_min = -26 -lon_max = 52 -lat_min = 33 -lat_max = 72 - -region = [lon_min, lon_max, lat_min, lat_max] -projection="M10c" - - -# %% -# ----------------------------------------------------------------------------- -# Load data -# ----------------------------------------------------------------------------- -data_file = "eu_population.txt" -df_pop_raw = pd.read_csv(f"{data_file}", sep="\t") - -sort_by = "change_percent" # "land", "change_percent" -df_pop = df_pop_raw.sort_values(sort_by, ignore_index=True) - -abs_max_change = abs(max(df_pop["change_percent"])) - - -# %% -# ----------------------------------------------------------------------------- -# Create map -# ----------------------------------------------------------------------------- -fig = pygmt.Figure() -fig.basemap(region=region, projection=projection, frame=True) - -for i_land in range(len(df_pop)): - - land = df_pop["land"][i_land] - change = df_pop["change_percent"][i_land] - - # Creat simple diverging colormap via semi-transparency - color_sign = color_pos - if change < 0: color_sign = color_neg - elif change == 0: color_sing = color_null - color_trans = f"{color_sign}@{abs_max_change - abs(change)}" - - # Make a choropleth map using dcw - fig.coast(dcw=f"{land}+g{color_trans}") - - # Plot dummy data points outside of study area for legend - leg_head = " " - if i_land == 0: - leg_head = "+N2+HPopulation change 1990 - 2023+f11p" - fig.plot( - x=0, - y=0, - style="s0.4c", - fill=color_trans, - pen="0.1p,gray30", - label=f"{land}: {change} %{leg_head}", - ) - - print(land) - # fig.show() - -# Add shorelines and political boundaries -fig.coast(shorelines="1/0.1p,gray60", borders="1/0.3p,white") - -# Add legend -with pygmt.config(FONT="9p"): - fig.legend(position="JRM+jLM+o0.2c/0c+w7.5c") - -# Show and save figure -fig.show() -fig_name = f"dcw_choropleth_sorted_by_{sort_by}" -for ext in ["png"]: #, "pdf", "eps"]: - fig.savefig(fname=f"{fig_name}.{ext}") From 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deletions(-) create mode 100755 Fig7_PyGMT_geopandas_ne.png diff --git a/Fig7_PyGMT_geopandas.py b/Fig7_PyGMT_geopandas.py index 7a7a948..401f81d 100755 --- a/Fig7_PyGMT_geopandas.py +++ b/Fig7_PyGMT_geopandas.py @@ -27,6 +27,9 @@ import pygmt import geopandas as gpd +region = "=SA" +region = [-89, -33, -56.5, 9.7] + world = gpd.read_file("https://naciscdn.org/naturalearth/50m/cultural/ne_50m_admin_0_countries.zip") rivers = gpd.read_file("https://naciscdn.org/naturalearth/110m/physical/ne_110m_rivers_lake_centerlines.zip") cities = gpd.read_file("https://naciscdn.org/naturalearth/110m/cultural/ne_110m_populated_places_simple.zip") @@ -34,24 +37,26 @@ world["POP_EST"] *= 1.0e-5 fig = pygmt.Figure() -fig.basemap(region="=SA", projection="M15c", frame=True) -fig.plot(data=world, pen="0.5p,black", fill="lightgreen") -pygmt.makecpt(cmap="turbo", series=(0, 3000, 100)) +fig.basemap(region=region, projection="M15c", frame=True) +pygmt.makecpt(cmap="batlow", series=(0, 2700, 100)) # 30000 fig.plot( - data=world, - pen="0.2p,gray10", + data=world[["POP_EST", "geometry"]], + pen="1p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST", ) -fig.colorbar(frame=True) -fig.plot(data=rivers, pen="1p,blue") -fig.plot(data=cities, style="c0.1c", fill="red", pen="black") +fig.colorbar(frame=["x+lPopulation", "y+l*10e-5"]) +fig.plot(data=rivers["geometry"], pen="1.5p,skyblue") +fig.plot(data=cities["geometry"], style="s0.3c", fill="red", pen="1p,black") fig.text( x=cities.geometry.x, y=cities.geometry.y, text=cities["name"], font="10p,Helvetica-Bold,black", - offset="0.2c/0.2c", + offset="0c/-0.3c", + justify="TR", + fill="white@30", ) fig.show() +fig.savefig(fname="Fig7_PyGMT_geopandas_ne.png") diff --git a/Fig7_PyGMT_geopandas_ne.png b/Fig7_PyGMT_geopandas_ne.png new file mode 100755 index 0000000000000000000000000000000000000000..4181e31c9c45273452b414728a54f4ece47077de GIT binary patch literal 185263 zcmb5VbySqy7dAYI0#c#~h$y83l2SvrfYQ=PDK&I=3n(BZ(%=jwAX386`3TZ5#1IbM 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zJ}p_v?tTD#RlfJ0dll1dzNhr3*R2w+fujRgAWY$n82%ga6Z%5;<=1gTiW@5tGH%L2 zBZ9D6VGutIf;*iYWWR_Uq&Qzn7UWjsXD0Z#4XN5DR{ce~k`k9*PyIEu9oGtH^B7!S)CHh_CApV^X%R8&+&zWOOY8FM;{&an=v4 z;&|_Qs(>c;v26^ISu@&^hLeKP5+6H1H{KFSU5sjCy?NzP{6AOFwDDCn|K*(b=7bz1 zYWbmrF5liq9{#P9Jxd@3DM0XohrIUt0dAN9$5l_YhN|-TOWLOtwx57^E%o-5TSp-9Nolz>^p#K@=T6|4 zRA?)`hvdPDNMti6iQ9e?ok-%~zP1|ulOqy=rxc%aSr#H^Wk{%P&&3Wp4PNvd*&~S# zgd<+NUuIe+cFcL_r63`(gu9P1)u>q~c~<^o{tb^;*4BKH Date: Fri, 21 Nov 2025 10:05:01 +0100 Subject: [PATCH 14/74] Test different regions --- Fig7_PyGMT_geopandas.py | 58 +++++++++++++++++-------------- Fig7_PyGMT_geopandas_ne.png | Bin 185263 -> 0 bytes Fig7_PyGMT_geopandas_region1.png | Bin 0 -> 168654 bytes Fig7_PyGMT_geopandas_region2.png | Bin 0 -> 258696 bytes Fig7_PyGMT_geopandas_region3.png | Bin 0 -> 198535 bytes 5 files changed, 31 insertions(+), 27 deletions(-) delete mode 100755 Fig7_PyGMT_geopandas_ne.png create mode 100755 Fig7_PyGMT_geopandas_region1.png create mode 100755 Fig7_PyGMT_geopandas_region2.png create mode 100755 Fig7_PyGMT_geopandas_region3.png diff --git a/Fig7_PyGMT_geopandas.py b/Fig7_PyGMT_geopandas.py index 401f81d..b8ec198 100755 --- a/Fig7_PyGMT_geopandas.py +++ b/Fig7_PyGMT_geopandas.py @@ -27,36 +27,40 @@ import pygmt import geopandas as gpd -region = "=SA" -region = [-89, -33, -56.5, 9.7] world = gpd.read_file("https://naciscdn.org/naturalearth/50m/cultural/ne_50m_admin_0_countries.zip") rivers = gpd.read_file("https://naciscdn.org/naturalearth/110m/physical/ne_110m_rivers_lake_centerlines.zip") cities = gpd.read_file("https://naciscdn.org/naturalearth/110m/cultural/ne_110m_populated_places_simple.zip") - +cities_mega = cities[cities["megacity"]==1] +cities_world = cities[cities["worldcity"]==1] world["POP_EST"] *= 1.0e-5 -fig = pygmt.Figure() -fig.basemap(region=region, projection="M15c", frame=True) -pygmt.makecpt(cmap="batlow", series=(0, 2700, 100)) # 30000 -fig.plot( - data=world[["POP_EST", "geometry"]], - pen="1p,gray50", - fill="+z", - cmap=True, - aspatial="Z=POP_EST", -) -fig.colorbar(frame=["x+lPopulation", "y+l*10e-5"]) -fig.plot(data=rivers["geometry"], pen="1.5p,skyblue") -fig.plot(data=cities["geometry"], style="s0.3c", fill="red", pen="1p,black") -fig.text( - x=cities.geometry.x, - y=cities.geometry.y, - text=cities["name"], - font="10p,Helvetica-Bold,black", - offset="0c/-0.3c", - justify="TR", - fill="white@30", -) -fig.show() -fig.savefig(fname="Fig7_PyGMT_geopandas_ne.png") +for region, label in zip( + [[-89, -33, -56.5, 10], [-13, 27, 33, 67], [-19.5, 53, -38, 37.5]], + ["region1", "region2", "region3"], +): + + fig = pygmt.Figure() + fig.basemap(region=region, projection="M15c", frame=True) + pygmt.makecpt(cmap="bilbao", series=(0, 2300)) + fig.plot( + data=world[["POP_EST", "geometry"]], + pen="1p,gray50", + fill="+z", + cmap=True, + aspatial="Z=POP_EST", + ) + fig.colorbar(frame=["x+lPopulation", "y+l*10e-5"]) + fig.plot(data=rivers["geometry"], pen="1.5p,darkblue") + 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zB9%8xoq1qSs%0o;r`}JtXgA1~DdfWM5&=kXZNGnG0K^xqfZ)GaC=V&wt~q|AlrSKz zo4kbNSW!9605t;yJ-uA;7^6;AKQ#ypRCgpYD^w>Kp>$M0PB4IRUh@K)#Q3F#f*> zBlQOw3%ksYH$K;wG<0qiSRDM+ Date: Fri, 21 Nov 2025 10:26:06 +0100 Subject: [PATCH 16/74] Change scaling to e-6 Co-authored-by: Dongdong Tian --- Fig7_PyGMT_geopandas.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Fig7_PyGMT_geopandas.py b/Fig7_PyGMT_geopandas.py index 9f99bab..a06a6b3 100755 --- a/Fig7_PyGMT_geopandas.py +++ b/Fig7_PyGMT_geopandas.py @@ -6,7 +6,7 @@ cities = gpd.read_file("https://naciscdn.org/naturalearth/110m/cultural/ne_110m_populated_places_simple.zip") cities_mega = cities[cities["megacity"]==1] # Focus on large cities cities_world = cities[cities["worldcity"]==1] -world["POP_EST"] *= 1.0e-5 +world["POP_EST"] *= 1.0e-6 for region, label in zip( [[-89, -33, -56.5, 10], [-13, 27, 33, 67], [-19.5, 53, -38, 37.5]], From 70423828833966a31ae00e4b5c73e4d401c2f4ac Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Fri, 21 Nov 2025 10:29:39 +0100 Subject: [PATCH 17/74] Use 1e-6 --- Fig7_PyGMT_geopandas.py | 6 +++--- Fig7_PyGMT_geopandas_region1.png | Bin 168654 -> 169050 bytes Fig7_PyGMT_geopandas_region2.png | Bin 258696 -> 256600 bytes Fig7_PyGMT_geopandas_region3.png | Bin 198535 -> 193326 bytes 4 files changed, 3 insertions(+), 3 deletions(-) diff --git a/Fig7_PyGMT_geopandas.py b/Fig7_PyGMT_geopandas.py index a06a6b3..86caabd 100755 --- a/Fig7_PyGMT_geopandas.py +++ b/Fig7_PyGMT_geopandas.py @@ -6,7 +6,7 @@ cities = gpd.read_file("https://naciscdn.org/naturalearth/110m/cultural/ne_110m_populated_places_simple.zip") cities_mega = cities[cities["megacity"]==1] # Focus on large cities cities_world = cities[cities["worldcity"]==1] -world["POP_EST"] *= 1.0e-6 +world["POP_EST"] *= 1e-6 for region, label in zip( [[-89, -33, -56.5, 10], [-13, 27, 33, 67], [-19.5, 53, -38, 37.5]], @@ -15,7 +15,7 @@ fig = pygmt.Figure() fig.basemap(region=region, projection="M15c", frame=True) - pygmt.makecpt(cmap="bilbao", series=(0, 2300)) + pygmt.makecpt(cmap="bilbao", series=(0, 270, 10)) fig.plot( data=world[["POP_EST", "geometry"]], pen="1p,gray50", @@ -23,7 +23,7 @@ cmap=True, aspatial="Z=POP_EST", ) - fig.colorbar(frame=["x+lPopulation", "y+l*10e-5"]) + fig.colorbar(frame="x+lPopulation (millions)") fig.plot(data=rivers["geometry"], pen="1.5p,darkblue") fig.plot(data=cities["geometry"], style="s0.25c", fill="red", pen="1p,black") fig.text( diff --git a/Fig7_PyGMT_geopandas_region1.png b/Fig7_PyGMT_geopandas_region1.png index 21d175c1c2f16b15e70414fcfab7ef0807623bd8..f6929c211a3e0eccfdbdfb6a45b7eac0e8f6a975 100755 GIT binary patch literal 169050 zcmYIQ2RzjO|348D5s{ST`+1q88?aU%0dqy0|-f${mwi}$X+{$ir}T1=H;ML)ak=qmCWHLn8kGey7KUA>ydq$cnK|^iHlK1=Xdi_` zal4G$aC3j;+C&M!@7z6hVuY>b+N6uREDh=Boewx$95~jXQv}eDf)}?@8qM3=x1LV*N<%&GZp;N8Pfh2g9Td8%goinE-G$c zyG&{R=&SwjGZg1VN!+J|_fC)+dmrnSk5Kdt>sfq5+}>U&;vOEW(Y52*OvFzd3_OvW 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z=`<(D1?>Y%yOE>SdH~-v38Yv+t^8IffR*Vrg;#C(GH%tQro5gD=34auN#V`u@HhyF z`M^yJ4P-c8!?ixP%#h+Z<5kt`8I5T2{kVhbI&lzUPCxwf_)7omqTuy+Hg|#j%y&Wg z8AL178|8KzkVdG39r5JS(<6}CiWBge34NK0d;loX1bTFX4o^hVP+JKB$pE==68z6M zfHwEItkjn@)8XWLMYIwG0?n+a@3W9oM=4AUEJ*t=O-zi4k}T8wT@P9tfdibMjRK%>vx6YJU5@ev}#V^Jvu05kxT z?x>KO{@i4c*pfYn_~Q4k|B<0J{W3%JltgEE8d2`yTJa#X!}eWgL*=Z6e@av6urE^$ z|4l&L2g;@!F7VjYz_eL)a6%7Aa!?NgZ11$H!;)xnC`t`e^7u)rVs*fvN|rr7M=1*I z${JYl0Q?Q$jtt-9+jv)@QD+2_C|*VY5{emes!-AiL1NGq738v$q}74x22^F2P+7{L z-3E2S>AUP}Mn;U!>{hpHD^2+Ya4Y~Q9B!E4QH`|-Yy1v-uhk6Pbr?(y|1n%9(PmC5 z5edGs)r$p==D-CE)oVIgTV3-f(ya|9`3<+3)oN>Ft{xt1hm)Ut7_*eLE>UdCbvIE% zlno&8so^7I(M#Tdg)1??vk9Osa%efkriPPwYV+jL0RO3BQ+fU6AnDd&;o_?ndZ@t} zm&DnwJDzUlt1YzC_dtWvH{Ud5c7d2%Jiwzvz~6sIb+x&V=H7jh=X50reBwQr=AFV@ H<}dyQ@{AHf From 40f43900f37e30e0615af7c44cd16ac0f75137f2 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Fri, 21 Nov 2025 11:31:23 +0100 Subject: [PATCH 18/74] Adjust figure number --- ...MT_geopandas.ipynb => Fig6_PyGMT_geopandas.ipynb | 0 Fig7_PyGMT_geopandas.py => Fig6_PyGMT_geopandas.py | 2 +- ..._region1.png => Fig6_PyGMT_geopandas_region1.png | Bin ..._region2.png => Fig6_PyGMT_geopandas_region2.png | Bin ..._region3.png => Fig6_PyGMT_geopandas_region3.png | Bin 5 files changed, 1 insertion(+), 1 deletion(-) rename Fig7_PyGMT_geopandas.ipynb => Fig6_PyGMT_geopandas.ipynb (100%) rename Fig7_PyGMT_geopandas.py => Fig6_PyGMT_geopandas.py (93%) rename Fig7_PyGMT_geopandas_region1.png => Fig6_PyGMT_geopandas_region1.png (100%) rename Fig7_PyGMT_geopandas_region2.png => Fig6_PyGMT_geopandas_region2.png (100%) rename Fig7_PyGMT_geopandas_region3.png => Fig6_PyGMT_geopandas_region3.png (100%) diff --git a/Fig7_PyGMT_geopandas.ipynb b/Fig6_PyGMT_geopandas.ipynb similarity index 100% rename from Fig7_PyGMT_geopandas.ipynb rename to Fig6_PyGMT_geopandas.ipynb diff --git a/Fig7_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py similarity index 93% rename from Fig7_PyGMT_geopandas.py rename to Fig6_PyGMT_geopandas.py index 86caabd..ce37022 100755 --- a/Fig7_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -36,4 +36,4 @@ fill="white@30", ) fig.show() - fig.savefig(fname=f"Fig7_PyGMT_geopandas_{label}.png") + fig.savefig(fname=f"Fig6_PyGMT_geopandas_{label}.png") diff --git a/Fig7_PyGMT_geopandas_region1.png b/Fig6_PyGMT_geopandas_region1.png similarity index 100% rename from Fig7_PyGMT_geopandas_region1.png rename to Fig6_PyGMT_geopandas_region1.png diff --git a/Fig7_PyGMT_geopandas_region2.png b/Fig6_PyGMT_geopandas_region2.png similarity index 100% rename from Fig7_PyGMT_geopandas_region2.png rename to Fig6_PyGMT_geopandas_region2.png diff --git a/Fig7_PyGMT_geopandas_region3.png b/Fig6_PyGMT_geopandas_region3.png similarity index 100% rename from Fig7_PyGMT_geopandas_region3.png rename to Fig6_PyGMT_geopandas_region3.png From dd18459b28b5e9685ddb48c0afc271f9687a2267 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Fri, 21 Nov 2025 13:46:19 +0100 Subject: [PATCH 19/74] Adjust color and remove unneeded pen color --- Fig6_PyGMT_geopandas.py | 4 ++-- Fig6_PyGMT_geopandas_region1.png | Bin 169050 -> 169272 bytes Fig6_PyGMT_geopandas_region2.png | Bin 256600 -> 256990 bytes Fig6_PyGMT_geopandas_region3.png | Bin 193326 -> 193809 bytes 4 files changed, 2 insertions(+), 2 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index ce37022..2dfa4a2 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -25,12 +25,12 @@ ) fig.colorbar(frame="x+lPopulation (millions)") fig.plot(data=rivers["geometry"], pen="1.5p,darkblue") - fig.plot(data=cities["geometry"], style="s0.25c", fill="red", pen="1p,black") + fig.plot(data=cities["geometry"], style="s0.25c", fill="darkorange", pen="1p") fig.text( x=cities_world.geometry.x, y=cities_world.geometry.y, text=cities_world["name"], - font="10p,Helvetica-Bold,black", + font="10p,Helvetica-Bold", offset="0c/-0.25c", justify="TR", fill="white@30", diff --git 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mode 100755 Fig6_PyGMT_geopandas_region1.png delete mode 100755 Fig6_PyGMT_geopandas_region2.png diff --git a/Fig6_PyGMT_geopandas_region3.png b/Fig6_PyGMT_geopandas.png similarity index 100% rename from Fig6_PyGMT_geopandas_region3.png rename to Fig6_PyGMT_geopandas.png diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 2dfa4a2..a6213b6 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -2,38 +2,32 @@ import geopandas as gpd world = gpd.read_file("https://naciscdn.org/naturalearth/50m/cultural/ne_50m_admin_0_countries.zip") +world["POP_EST"] *= 1e-6 rivers = gpd.read_file("https://naciscdn.org/naturalearth/110m/physical/ne_110m_rivers_lake_centerlines.zip") cities = gpd.read_file("https://naciscdn.org/naturalearth/110m/cultural/ne_110m_populated_places_simple.zip") -cities_mega = cities[cities["megacity"]==1] # Focus on large cities -cities_world = cities[cities["worldcity"]==1] -world["POP_EST"] *= 1e-6 - -for region, label in zip( - [[-89, -33, -56.5, 10], [-13, 27, 33, 67], [-19.5, 53, -38, 37.5]], - ["region1", "region2", "region3"], -): +cities_world = cities[cities["worldcity"]==1] # Focus on large cities - fig = pygmt.Figure() - fig.basemap(region=region, projection="M15c", frame=True) - pygmt.makecpt(cmap="bilbao", series=(0, 270, 10)) - fig.plot( - data=world[["POP_EST", "geometry"]], - pen="1p,gray50", - fill="+z", - cmap=True, - aspatial="Z=POP_EST", - ) - fig.colorbar(frame="x+lPopulation (millions)") - fig.plot(data=rivers["geometry"], pen="1.5p,darkblue") - fig.plot(data=cities["geometry"], style="s0.25c", fill="darkorange", pen="1p") - fig.text( - x=cities_world.geometry.x, - y=cities_world.geometry.y, - text=cities_world["name"], - font="10p,Helvetica-Bold", - offset="0c/-0.25c", - justify="TR", - fill="white@30", - ) - fig.show() - fig.savefig(fname=f"Fig6_PyGMT_geopandas_{label}.png") +fig = pygmt.Figure() +fig.basemap(region=[-19.5, 53, -38, 37.5], projection="M15c", frame=True) +pygmt.makecpt(cmap="bilbao", series=(0, 270, 10)) +fig.plot( + data=world[["POP_EST", "geometry"]], + pen="1p,gray50", + fill="+z", + cmap=True, + aspatial="Z=POP_EST", +) +fig.colorbar(frame="x+lPopulation (millions)") +fig.plot(data=rivers["geometry"], pen="1.5p,darkblue") +fig.plot(data=cities["geometry"], style="s0.25c", fill="darkorange", pen="1p") +fig.text( + x=cities_world.geometry.x, + y=cities_world.geometry.y, + text=cities_world["name"], + font="10p,Helvetica-Bold", + offset="0c/-0.25c", + justify="TR", + fill="white@30", +) +fig.show() +fig.savefig(fname="Fig6_PyGMT_geopandas.png") diff --git a/Fig6_PyGMT_geopandas_region1.png b/Fig6_PyGMT_geopandas_region1.png deleted file mode 100755 index 5b111964d0866ad263fea156589d41bdada37cbc..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 169272 zcmYIw2Rzl^|Nm8pB2rdlWL0D&WY4UOjL2Sb?Y(!|AtNhXLRMB>Bb&%}FNy2g`(Bxu z+5dCv^Zorj^l%@#_nh-S=QWg^AJE-b;@-3RY!PZe482e^&uo2tl!8c<8BM#B 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zWlAyvr*~WM>w#@&G(7HJU*e*FI3pca zk3J#lSPjC4UdlgPA(gV$ZnBgM9SZXLGrQE$^|mzfFu}g&$MKMDmGtEGo$po6a$q#q zq)zwBa<$bQ$IlEfPN+3B8q3V%Ve?!>>_`sxzO7sFjP&9Im|(!mL-Ql2PXMZg3I}9g z#&ZgcUwNSN=UF#bgeq)=ep#^WOSLZKq|rW}Oa@S^235phKl@4)2P$}|C1@d7VP^6` zxWI_d)w-(fl^KMf$_fQYc%V|0$vPg)Qat`#u;WXT@|^e2kPK3 PAV8e1iB7S$)1ChS%~!2E diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 4e75c2b..ef73242 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -11,7 +11,7 @@ fig = pygmt.Figure() fig.basemap(region=[-19.5, 53, -38, 37.5], projection="M15c", frame=True) -pygmt.makecpt(cmap="bilbao", series=(0, 270, 10)) +pygmt.makecpt(cmap="bilbao", series=(0, 100)) fig.plot( data=world[["POP_EST", "geometry"]], pen="1p,gray50", @@ -19,7 +19,7 @@ cmap=True, aspatial="Z=POP_EST", ) -fig.colorbar(frame="x+lPopulation (millions)") +fig.colorbar(frame="x10f5+lPopulation (millions)", position="+ef0.3c") fig.plot(data=rivers["geometry"], pen="1.5p,darkblue") fig.plot(data=cities_small["geometry"], style="s0.2c", fill="lightgray", pen="1p") fig.plot(data=cities_world["geometry"], style="s0.3c", fill="darkorange", pen="1p") From a3218a51ae4bad1793e7360d37e8ccbca3fa7f15 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Thu, 27 Nov 2025 10:28:31 +0100 Subject: [PATCH 24/74] Follow coding style --- Fig6_PyGMT_geopandas.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index ef73242..b43652b 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -1,13 +1,13 @@ -import pygmt import geopandas as gpd +import pygmt provider = "https://naciscdn.org/naturalearth/" world = gpd.read_file(f"{provider}50m/cultural/ne_50m_admin_0_countries.zip") world["POP_EST"] *= 1e-6 rivers = gpd.read_file(f"{provider}110m/physical/ne_110m_rivers_lake_centerlines.zip") cities = gpd.read_file(f"{provider}110m/cultural/ne_110m_populated_places_simple.zip") -cities_small = cities[cities["worldcity"]!=1] # Smaller cities -cities_world = cities[cities["worldcity"]==1] # Larger (world) cities +cities_small = cities[cities["worldcity"] != 1] # Smaller cities +cities_world = cities[cities["worldcity"] == 1] # Larger (world) cities fig = pygmt.Figure() fig.basemap(region=[-19.5, 53, -38, 37.5], projection="M15c", frame=True) From 8938542838c484071d3a81f8543b019ed15e6191 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= <94163266+yvonnefroehlich@users.noreply.github.com> Date: Thu, 27 Nov 2025 11:18:02 +0100 Subject: [PATCH 25/74] No need to explecitly select the "geometry" column Co-authored-by: Dongdong Tian --- Fig6_PyGMT_geopandas.py | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index b43652b..31fc29a 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -13,16 +13,16 @@ fig.basemap(region=[-19.5, 53, -38, 37.5], projection="M15c", frame=True) pygmt.makecpt(cmap="bilbao", series=(0, 100)) fig.plot( - data=world[["POP_EST", "geometry"]], + data=world, pen="1p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST", ) fig.colorbar(frame="x10f5+lPopulation (millions)", position="+ef0.3c") -fig.plot(data=rivers["geometry"], pen="1.5p,darkblue") -fig.plot(data=cities_small["geometry"], style="s0.2c", fill="lightgray", pen="1p") -fig.plot(data=cities_world["geometry"], style="s0.3c", fill="darkorange", pen="1p") +fig.plot(data=rivers, pen="1.5p,darkblue") +fig.plot(data=cities_small, style="s0.2c", fill="lightgray", pen="1p") +fig.plot(data=cities_world, style="s0.3c", fill="darkorange", pen="1p") fig.text( x=cities_world.geometry.x, y=cities_world.geometry.y, From ad7a1bdbe711281aba68d384d1cbe53baf9ffd94 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Thu, 27 Nov 2025 11:38:04 +0100 Subject: [PATCH 26/74] Adjust provider | Fix geopandas warning | Use full line length --- Fig6_PyGMT_geopandas.py | 20 +++++++++----------- 1 file changed, 9 insertions(+), 11 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 31fc29a..98c8d90 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -1,26 +1,23 @@ import geopandas as gpd import pygmt -provider = "https://naciscdn.org/naturalearth/" -world = gpd.read_file(f"{provider}50m/cultural/ne_50m_admin_0_countries.zip") +provider = "https://naciscdn.org/naturalearth" +world = gpd.read_file(f"{provider}/50m/cultural/ne_50m_admin_0_countries.zip") world["POP_EST"] *= 1e-6 rivers = gpd.read_file(f"{provider}110m/physical/ne_110m_rivers_lake_centerlines.zip") cities = gpd.read_file(f"{provider}110m/cultural/ne_110m_populated_places_simple.zip") -cities_small = cities[cities["worldcity"] != 1] # Smaller cities -cities_world = cities[cities["worldcity"] == 1] # Larger (world) cities +cities_small = cities[cities["worldcity"] != 1].copy() # Smaller cities +cities_world = cities[cities["worldcity"] == 1].copy() # Larger (world) cities fig = pygmt.Figure() fig.basemap(region=[-19.5, 53, -38, 37.5], projection="M15c", frame=True) + pygmt.makecpt(cmap="bilbao", series=(0, 100)) -fig.plot( - data=world, - pen="1p,gray50", - fill="+z", - cmap=True, - aspatial="Z=POP_EST", -) +fig.plot(data=world, pen="1p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") fig.colorbar(frame="x10f5+lPopulation (millions)", position="+ef0.3c") + fig.plot(data=rivers, pen="1.5p,darkblue") + fig.plot(data=cities_small, style="s0.2c", fill="lightgray", pen="1p") fig.plot(data=cities_world, style="s0.3c", fill="darkorange", pen="1p") fig.text( @@ -34,5 +31,6 @@ pen="0.8p,darkorange", clearance="0.1c+tO", ) + fig.show() fig.savefig(fname="Fig6_PyGMT_geopandas.png") From 61c98f1dcc104c622fd86863e862d6235a370d7e Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Thu, 27 Nov 2025 11:39:29 +0100 Subject: [PATCH 27/74] Add backslash --- Fig6_PyGMT_geopandas.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 98c8d90..653fa90 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -4,8 +4,8 @@ provider = "https://naciscdn.org/naturalearth" world = gpd.read_file(f"{provider}/50m/cultural/ne_50m_admin_0_countries.zip") world["POP_EST"] *= 1e-6 -rivers = gpd.read_file(f"{provider}110m/physical/ne_110m_rivers_lake_centerlines.zip") -cities = gpd.read_file(f"{provider}110m/cultural/ne_110m_populated_places_simple.zip") +rivers = gpd.read_file(f"{provider}/110m/physical/ne_110m_rivers_lake_centerlines.zip") +cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") cities_small = cities[cities["worldcity"] != 1].copy() # Smaller cities cities_world = cities[cities["worldcity"] == 1].copy() # Larger (world) cities From b19ddf04a292b9d9bf0dbe95da7b5e86ddec6a74 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Thu, 27 Nov 2025 17:08:53 +0100 Subject: [PATCH 28/74] Adust colormap maximum and colorbar --- Fig6_PyGMT_geopandas.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 653fa90..4505723 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -12,9 +12,9 @@ fig = pygmt.Figure() fig.basemap(region=[-19.5, 53, -38, 37.5], projection="M15c", frame=True) -pygmt.makecpt(cmap="bilbao", series=(0, 100)) +pygmt.makecpt(cmap="bilbao", series=(0, 200)) fig.plot(data=world, pen="1p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") -fig.colorbar(frame="x10f5+lPopulation (millions)", position="+ef0.3c") +fig.colorbar(frame="x10f5+lPopulation (millions)") fig.plot(data=rivers, pen="1.5p,darkblue") From 561bb431cf286ae5e71c7684d725810b89d6a6ce Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Thu, 27 Nov 2025 17:09:36 +0100 Subject: [PATCH 29/74] Adjust color for rivers --- Fig6_PyGMT_geopandas.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 4505723..9f8c19f 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -16,7 +16,7 @@ fig.plot(data=world, pen="1p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") fig.colorbar(frame="x10f5+lPopulation (millions)") -fig.plot(data=rivers, pen="1.5p,darkblue") +fig.plot(data=rivers, pen="1.5p,dodgerblue4") fig.plot(data=cities_small, style="s0.2c", fill="lightgray", pen="1p") fig.plot(data=cities_world, style="s0.3c", fill="darkorange", pen="1p") From f1eb469ae5c185c9f7953ad150a279fce98470da Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Thu, 27 Nov 2025 17:10:14 +0100 Subject: [PATCH 30/74] Adjust text labels --- Fig6_PyGMT_geopandas.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 9f8c19f..76f37bc 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -24,10 +24,10 @@ x=cities_world.geometry.x, y=cities_world.geometry.y, text=cities_world["name"], - offset="0c/-0.3c", - justify="TR", + offset="0.2c/0.35c", + justify="BL", font="10p,Helvetica-Bold", - fill="white@50", + fill="white@30", pen="0.8p,darkorange", clearance="0.1c+tO", ) From bedf46754410204964c70774af206bdc7067831e Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Thu, 27 Nov 2025 17:12:00 +0100 Subject: [PATCH 31/74] Add just colorbar frame --- Fig6_PyGMT_geopandas.png | Bin 203548 -> 206462 bytes Fig6_PyGMT_geopandas.py | 10 +++++----- 2 files changed, 5 insertions(+), 5 deletions(-) diff --git a/Fig6_PyGMT_geopandas.png b/Fig6_PyGMT_geopandas.png index d824d5575f331f31facae9a0b4bcfb66eb98316a..1c62e6e98f4840a888e815f93b80504023e4dc45 100755 GIT binary patch literal 206462 zcmcfpby!qy)HVzcpfrf2w1jj?cMK^~f=V~ckVALtfC5q?NQX$tkV7LW4KtKVWZ2t@QkO-UC7!U+I@aR1?A 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37.5], projection="M15c", frame=True) pygmt.makecpt(cmap="bilbao", series=(0, 200)) -fig.plot(data=world, pen="1p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") -fig.colorbar(frame="x10f5+lPopulation (millions)") +fig.plot(data=world[["geometry", "POP_EST"]], pen="1p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") +fig.colorbar(frame="x20f10+lPopulation (millions)") -fig.plot(data=rivers, pen="1.5p,dodgerblue4") +fig.plot(data=rivers["geometry"], pen="1.5p,dodgerblue4") -fig.plot(data=cities_small, style="s0.2c", fill="lightgray", pen="1p") -fig.plot(data=cities_world, style="s0.3c", fill="darkorange", pen="1p") +fig.plot(data=cities_small["geometry"], style="s0.2c", fill="lightgray", pen="1p") +fig.plot(data=cities_world["geometry"], style="s0.3c", fill="darkorange", pen="1p") fig.text( x=cities_world.geometry.x, y=cities_world.geometry.y, From 447c51b6a8e88d20235448aa345bea7334135408 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Thu, 27 Nov 2025 17:15:25 +0100 Subject: [PATCH 32/74] Plot colorbar verticall inside the map --- Fig6_PyGMT_geopandas.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 99fd010..1acf875 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -14,7 +14,7 @@ pygmt.makecpt(cmap="bilbao", series=(0, 200)) fig.plot(data=world[["geometry", "POP_EST"]], pen="1p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") -fig.colorbar(frame="x20f10+lPopulation (millions)") +fig.colorbar(frame="x20f10+lPopulation (millions)", position="jML+o3c/-3.5c+w7.5c+ml") fig.plot(data=rivers["geometry"], pen="1.5p,dodgerblue4") From 6e84e65b9612993cd32fa2cb67ad4ec38110251e Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Thu, 27 Nov 2025 17:15:40 +0100 Subject: [PATCH 33/74] Update output image --- Fig6_PyGMT_geopandas.png | Bin 206462 -> 208811 bytes 1 file changed, 0 insertions(+), 0 deletions(-) diff --git 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35/74] TEMPORALY add code for focus on Africa --- Fig6_PyGMT_geopandas.py | 48 +++++++++++++++++++++++++++++++++++++++++ 1 file changed, 48 insertions(+) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 2b7eb39..32d3653 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -34,3 +34,51 @@ fig.show() fig.savefig(fname="Fig6_PyGMT_geopandas.png") + + +# %% +import geopandas as gpd +import pandas as pd +import pygmt + +provider = "https://naciscdn.org/naturalearth" +world = gpd.read_file(f"{provider}/50m/cultural/ne_50m_admin_0_countries.zip") +world["POP_EST"] *= 1e-6 +world_africa = world[world["CONTINENT"] == "Africa"].copy() +rivers = gpd.read_file(f"{provider}/50m/physical/ne_50m_rivers_lake_centerlines.zip") +rivers = rivers[rivers["scalerank"] != 5] +rivers = rivers.cx[-19.5:40, -36.5:30].copy() +cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") +cities_small = cities[cities["worldcity"] != 1].copy() # Smaller cities +cities_small_north = cities_small.cx[-19.5:14, 16:37].copy() +cities_small_middle = cities_small.cx[-19.5:40, 15:16].copy() +cities_small_south = cities_small.cx[:, -36.5:15].copy() +cities_small_africa = pd.concat([cities_small_north, cities_small_south, cities_small_middle]) +cities_world = cities[cities["worldcity"] == 1].copy() # Larger (world) cities +cities_world = cities_world.cx[-19.5:40, -36.5:37].copy() + +fig = pygmt.Figure() +fig.basemap(region=[-19.5, 52, -37, 38], projection="M15c", frame="+n") + +pygmt.makecpt(cmap="bilbao", series=(0, 200)) +fig.plot(data=world_africa[["geometry", "POP_EST"]], pen="0.8p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") +fig.colorbar(frame="x20f10+lPopulation (millions)", position="jML+o3c/-3.5c+w7.5c+ml") + +fig.plot(data=rivers[["geometry"]], pen="1.5p,dodgerblue4") + +fig.plot(data=cities_small_africa[["geometry"]], style="s0.2c", fill="lightgray", pen="1p") +fig.plot(data=cities_world[["geometry"]], style="s0.3c", fill="darkorange", pen="1p") +fig.text( + x=cities_world.geometry.x, + y=cities_world.geometry.y, + text=cities_world["name"], + offset="0.2c/0.35c", + justify="BL", + font="10p,Helvetica-Bold", + fill="white@30", + pen="0.8p,darkorange", + clearance="0.1c+tO", +) + +fig.show() +fig.savefig(fname="Fig6_PyGMT_geopandas_africa.png") From 2d60504ceb2f95d02ca381fd7dee8dbeea06f996 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Thu, 27 Nov 2025 17:24:54 +0100 Subject: [PATCH 36/74] Remove geometry column --- Fig6_PyGMT_geopandas.py | 22 +++++++++++----------- 1 file changed, 11 insertions(+), 11 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 32d3653..f383758 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -13,13 +13,13 @@ fig.basemap(region=[-19.5, 54.5, -37.5, 37.5], projection="M15c", frame=True) pygmt.makecpt(cmap="bilbao", series=(0, 200)) -fig.plot(data=world[["geometry", "POP_EST"]], pen="1p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") +fig.plot(data=world, pen="1p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") fig.colorbar(frame="x20f10+lPopulation (millions)", position="jML+o3c/-3.5c+w7.5c+ml") fig.plot(data=rivers["geometry"], pen="1.5p,dodgerblue4") -fig.plot(data=cities_small["geometry"], style="s0.2c", fill="lightgray", pen="1p") -fig.plot(data=cities_world["geometry"], style="s0.3c", fill="darkorange", pen="1p") +fig.plot(data=cities_small, style="s0.2c", fill="lightgray", pen="1p") +fig.plot(data=cities_world, style="s0.3c", fill="darkorange", pen="1p") fig.text( x=cities_world.geometry.x, y=cities_world.geometry.y, @@ -50,10 +50,10 @@ rivers = rivers.cx[-19.5:40, -36.5:30].copy() cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") cities_small = cities[cities["worldcity"] != 1].copy() # Smaller cities -cities_small_north = cities_small.cx[-19.5:14, 16:37].copy() -cities_small_middle = cities_small.cx[-19.5:40, 15:16].copy() -cities_small_south = cities_small.cx[:, -36.5:15].copy() -cities_small_africa = pd.concat([cities_small_north, cities_small_south, cities_small_middle]) +cities_north = cities_small.cx[-19.5:14, 16:37].copy() +cities_middle = cities_small.cx[-19.5:40, 15:16].copy() +cities_south = cities_small.cx[:, -36.5:15].copy() +cities_africa = pd.concat([cities_north, cities_south, cities_middle]) cities_world = cities[cities["worldcity"] == 1].copy() # Larger (world) cities cities_world = cities_world.cx[-19.5:40, -36.5:37].copy() @@ -61,13 +61,13 @@ fig.basemap(region=[-19.5, 52, -37, 38], projection="M15c", frame="+n") pygmt.makecpt(cmap="bilbao", series=(0, 200)) -fig.plot(data=world_africa[["geometry", "POP_EST"]], pen="0.8p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") +fig.plot(data=world_africa, pen="0.8p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") fig.colorbar(frame="x20f10+lPopulation (millions)", position="jML+o3c/-3.5c+w7.5c+ml") -fig.plot(data=rivers[["geometry"]], pen="1.5p,dodgerblue4") +fig.plot(data=rivers, pen="1.5p,dodgerblue4") -fig.plot(data=cities_small_africa[["geometry"]], style="s0.2c", fill="lightgray", pen="1p") -fig.plot(data=cities_world[["geometry"]], style="s0.3c", fill="darkorange", pen="1p") +fig.plot(data=cities_africa, style="s0.2c", fill="lightgray", pen="1p") +fig.plot(data=cities_world, style="s0.3c", fill="darkorange", pen="1p") fig.text( x=cities_world.geometry.x, y=cities_world.geometry.y, From 324af82264f8dea1bf713ab004afbbb8605e90a6 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Thu, 27 Nov 2025 17:29:42 +0100 Subject: [PATCH 37/74] Use rivers for 110 m --- Fig6_PyGMT_geopandas.py | 4 +--- 1 file changed, 1 insertion(+), 3 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index f383758..344f542 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -45,9 +45,7 @@ world = gpd.read_file(f"{provider}/50m/cultural/ne_50m_admin_0_countries.zip") world["POP_EST"] *= 1e-6 world_africa = world[world["CONTINENT"] == "Africa"].copy() -rivers = gpd.read_file(f"{provider}/50m/physical/ne_50m_rivers_lake_centerlines.zip") -rivers = rivers[rivers["scalerank"] != 5] -rivers = rivers.cx[-19.5:40, -36.5:30].copy() +rivers = gpd.read_file(f"{provider}/110m/physical/ne_110m_rivers_lake_centerlines.zip") cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") cities_small = cities[cities["worldcity"] != 1].copy() # Smaller cities cities_north = cities_small.cx[-19.5:14, 16:37].copy() From 6eca7da515ec5b05885c311089c3de6cf2a15769 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Thu, 27 Nov 2025 17:32:14 +0100 Subject: [PATCH 38/74] Update output image --- Fig6_PyGMT_geopandas_africa.png | Bin 206925 -> 172074 bytes 1 file changed, 0 insertions(+), 0 deletions(-) diff --git a/Fig6_PyGMT_geopandas_africa.png b/Fig6_PyGMT_geopandas_africa.png index 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shorten variable names --- Fig6_PyGMT_geopandas.py | 30 +++++++++++++++--------------- 1 file changed, 15 insertions(+), 15 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 344f542..fde3318 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -7,7 +7,7 @@ rivers = gpd.read_file(f"{provider}/110m/physical/ne_110m_rivers_lake_centerlines.zip") cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") cities_small = cities[cities["worldcity"] != 1].copy() # Smaller cities -cities_world = cities[cities["worldcity"] == 1].copy() # Larger (world) cities +cities_large = cities[cities["worldcity"] == 1].copy() # Larger (world) cities fig = pygmt.Figure() fig.basemap(region=[-19.5, 54.5, -37.5, 37.5], projection="M15c", frame=True) @@ -16,14 +16,14 @@ fig.plot(data=world, pen="1p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") fig.colorbar(frame="x20f10+lPopulation (millions)", position="jML+o3c/-3.5c+w7.5c+ml") -fig.plot(data=rivers["geometry"], pen="1.5p,dodgerblue4") +fig.plot(data=rivers, pen="1.5p,dodgerblue4") fig.plot(data=cities_small, style="s0.2c", fill="lightgray", pen="1p") -fig.plot(data=cities_world, style="s0.3c", fill="darkorange", pen="1p") +fig.plot(data=cities_large, style="s0.3c", fill="darkorange", pen="1p") fig.text( - x=cities_world.geometry.x, - y=cities_world.geometry.y, - text=cities_world["name"], + x=cities_large.geometry.x, + y=cities_large.geometry.y, + text=cities_large["name"], offset="0.2c/0.35c", justify="BL", font="10p,Helvetica-Bold", @@ -44,32 +44,32 @@ provider = "https://naciscdn.org/naturalearth" world = gpd.read_file(f"{provider}/50m/cultural/ne_50m_admin_0_countries.zip") world["POP_EST"] *= 1e-6 -world_africa = world[world["CONTINENT"] == "Africa"].copy() +africa = world[world["CONTINENT"] == "Africa"].copy() rivers = gpd.read_file(f"{provider}/110m/physical/ne_110m_rivers_lake_centerlines.zip") cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") -cities_small = cities[cities["worldcity"] != 1].copy() # Smaller cities +cities_small = cities[cities["worldcity"] != 1].copy() cities_north = cities_small.cx[-19.5:14, 16:37].copy() cities_middle = cities_small.cx[-19.5:40, 15:16].copy() cities_south = cities_small.cx[:, -36.5:15].copy() cities_africa = pd.concat([cities_north, cities_south, cities_middle]) -cities_world = cities[cities["worldcity"] == 1].copy() # Larger (world) cities -cities_world = cities_world.cx[-19.5:40, -36.5:37].copy() +cities_large = cities[cities["worldcity"] == 1].copy() +cities_large = cities_large.cx[-19.5:40, -36.5:37].copy() fig = pygmt.Figure() fig.basemap(region=[-19.5, 52, -37, 38], projection="M15c", frame="+n") pygmt.makecpt(cmap="bilbao", series=(0, 200)) -fig.plot(data=world_africa, pen="0.8p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") +fig.plot(data=africa, pen="0.8p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") fig.colorbar(frame="x20f10+lPopulation (millions)", position="jML+o3c/-3.5c+w7.5c+ml") fig.plot(data=rivers, pen="1.5p,dodgerblue4") fig.plot(data=cities_africa, style="s0.2c", fill="lightgray", pen="1p") -fig.plot(data=cities_world, style="s0.3c", fill="darkorange", pen="1p") +fig.plot(data=cities_large, style="s0.3c", fill="darkorange", pen="1p") fig.text( - x=cities_world.geometry.x, - y=cities_world.geometry.y, - text=cities_world["name"], + x=cities_large.geometry.x, + y=cities_large.geometry.y, + text=cities_large["name"], offset="0.2c/0.35c", justify="BL", font="10p,Helvetica-Bold", From b11952853746f74a7b17f9f4518ebcd3e13de5f4 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= <94163266+yvonnefroehlich@users.noreply.github.com> Date: Fri, 28 Nov 2025 08:11:10 +0100 Subject: [PATCH 40/74] Use gpd.sjoin instead of pd.concat Co-authored-by: Dongdong Tian --- Fig6_PyGMT_geopandas.py | 6 +----- 1 file changed, 1 insertion(+), 5 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index fde3318..39895ab 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -47,11 +47,7 @@ africa = world[world["CONTINENT"] == "Africa"].copy() rivers = gpd.read_file(f"{provider}/110m/physical/ne_110m_rivers_lake_centerlines.zip") cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") -cities_small = cities[cities["worldcity"] != 1].copy() -cities_north = cities_small.cx[-19.5:14, 16:37].copy() -cities_middle = cities_small.cx[-19.5:40, 15:16].copy() -cities_south = cities_small.cx[:, -36.5:15].copy() -cities_africa = pd.concat([cities_north, cities_south, cities_middle]) +cities_africa = gpd.sjoin(cities, africa, how="inner") cities_large = cities[cities["worldcity"] == 1].copy() cities_large = cities_large.cx[-19.5:40, -36.5:37].copy() From 3ed5e1f6a727e62a61eb8eea5784d53201538b8c Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Fri, 28 Nov 2025 08:14:15 +0100 Subject: [PATCH 41/74] Remove unneeded pandas import --- Fig6_PyGMT_geopandas.py | 1 - 1 file changed, 1 deletion(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 39895ab..0759e23 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -38,7 +38,6 @@ # %% import geopandas as gpd -import pandas as pd import pygmt provider = "https://naciscdn.org/naturalearth" From 2b4c6b965d8bba28633b3188aad031209e0354a4 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Fri, 28 Nov 2025 08:20:30 +0100 Subject: [PATCH 42/74] Adjust building the city subsets --- Fig6_PyGMT_geopandas.py | 12 ++++++------ Fig6_PyGMT_geopandas_africa.png | Bin 172074 -> 154209 bytes 2 files changed, 6 insertions(+), 6 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 0759e23..f6e7777 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -47,20 +47,20 @@ rivers = gpd.read_file(f"{provider}/110m/physical/ne_110m_rivers_lake_centerlines.zip") cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") cities_africa = gpd.sjoin(cities, africa, how="inner") -cities_large = cities[cities["worldcity"] == 1].copy() -cities_large = cities_large.cx[-19.5:40, -36.5:37].copy() +cities_large = cities_africa[cities_africa["worldcity"] == 1].copy() +cities_small = cities_africa[cities_africa["worldcity"] != 1].copy() fig = pygmt.Figure() fig.basemap(region=[-19.5, 52, -37, 38], projection="M15c", frame="+n") pygmt.makecpt(cmap="bilbao", series=(0, 200)) -fig.plot(data=africa, pen="0.8p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") +fig.plot(data=africa[["geometry", "POP_EST"]], pen="0.8p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") fig.colorbar(frame="x20f10+lPopulation (millions)", position="jML+o3c/-3.5c+w7.5c+ml") -fig.plot(data=rivers, pen="1.5p,dodgerblue4") +fig.plot(data=rivers["geometry"], 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zoE8gXC+>Fe^PAzv&U-tjk>zSlKSw3T^Qv}!IwvHX7Uz=eS2Ii#`QfK&RLX@EEM_1Z zzVHmp*$18Xx&s)j>^1X>O>@1Kk^1_7!CAbSzDFCA4!_1A_CuL#Gt0r7pDRWSR4kHN$Q&38fsGn+W0y4dc9>eenwYCH>f(RX zDI~Vb#}MTRU;}?gMmF=Lj#P%wd6=@?;iNV~maf8y{*Jl? z$D7a3@kqI@m!qGTd#3S^`1R@z(e5sur$he?CZbayz;ki ztHvr71g~&hk=AjpU>vxdIXrqEjXk)Ud1yQhP;N%~iuhDb{IU=`nxSt6rEtn! z=%#(~H#3ba0_brlZ!3P;FW!oZ1z^mapKr}=f@SyAxjf8{m$&R#&_m~V@< z0&S?L!~sPhp907A;oFI5f&y)Z-W)Ve)XItl+l6n@)@}bR2MeYr8417vz?~vga-SZ@ u;{kcoJOp2PhNNy2?6Ln{H+`K)MT&7o9dVGbq(3M*JWCwq-T| From 7bd7935f381d053fc8dd729c9b1e84e3fc6169d1 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Fri, 28 Nov 2025 08:21:29 +0100 Subject: [PATCH 43/74] Use 110 m also for population --- Fig6_PyGMT_geopandas.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index f6e7777..7b42586 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -41,7 +41,7 @@ import pygmt provider = "https://naciscdn.org/naturalearth" -world = gpd.read_file(f"{provider}/50m/cultural/ne_50m_admin_0_countries.zip") +world = gpd.read_file(f"{provider}/110m/cultural/ne_110m_admin_0_countries.zip") world["POP_EST"] *= 1e-6 africa = world[world["CONTINENT"] == "Africa"].copy() rivers = gpd.read_file(f"{provider}/110m/physical/ne_110m_rivers_lake_centerlines.zip") From c45cc6f4ba6645170fabeaa3f7a2baa8a7916ab3 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Fri, 28 Nov 2025 08:22:24 +0100 Subject: [PATCH 44/74] Remove geometry column --- Fig6_PyGMT_geopandas.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 7b42586..b24b339 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -54,13 +54,13 @@ fig.basemap(region=[-19.5, 52, -37, 38], projection="M15c", frame="+n") pygmt.makecpt(cmap="bilbao", series=(0, 200)) -fig.plot(data=africa[["geometry", "POP_EST"]], pen="0.8p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") +fig.plot(data=africa, pen="0.8p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") fig.colorbar(frame="x20f10+lPopulation (millions)", position="jML+o3c/-3.5c+w7.5c+ml") fig.plot(data=rivers["geometry"], pen="1.5p,dodgerblue4") -fig.plot(data=cities_small["geometry"], style="s0.2c", fill="lightgray", pen="1p") -fig.plot(data=cities_large["geometry"], style="s0.3c", fill="darkorange", pen="1p") +fig.plot(data=cities_small, style="s0.2c", fill="lightgray", pen="1p") +fig.plot(data=cities_large, style="s0.3c", fill="darkorange", pen="1p") fig.text( x=cities_large.geometry.x, y=cities_large.geometry.y, From ae24b2e174fac1793d4d1d25dd8864924ffcb579 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Fri, 28 Nov 2025 08:23:04 +0100 Subject: [PATCH 45/74] Remove code for old version --- Fig6_PyGMT_geopandas.py | 41 +---------------------------------------- 1 file changed, 1 insertion(+), 40 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index b24b339..0b454e6 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -1,45 +1,6 @@ import geopandas as gpd import pygmt -provider = "https://naciscdn.org/naturalearth" -world = gpd.read_file(f"{provider}/50m/cultural/ne_50m_admin_0_countries.zip") -world["POP_EST"] *= 1e-6 -rivers = gpd.read_file(f"{provider}/110m/physical/ne_110m_rivers_lake_centerlines.zip") -cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") -cities_small = cities[cities["worldcity"] != 1].copy() # Smaller cities -cities_large = cities[cities["worldcity"] == 1].copy() # Larger (world) cities - -fig = pygmt.Figure() -fig.basemap(region=[-19.5, 54.5, -37.5, 37.5], projection="M15c", frame=True) - -pygmt.makecpt(cmap="bilbao", series=(0, 200)) -fig.plot(data=world, pen="1p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") -fig.colorbar(frame="x20f10+lPopulation (millions)", position="jML+o3c/-3.5c+w7.5c+ml") - -fig.plot(data=rivers, pen="1.5p,dodgerblue4") - -fig.plot(data=cities_small, style="s0.2c", fill="lightgray", pen="1p") -fig.plot(data=cities_large, style="s0.3c", fill="darkorange", pen="1p") -fig.text( - x=cities_large.geometry.x, - y=cities_large.geometry.y, - text=cities_large["name"], - offset="0.2c/0.35c", - justify="BL", - font="10p,Helvetica-Bold", - fill="white@30", - pen="0.8p,darkorange", - clearance="0.1c+tO", -) - -fig.show() -fig.savefig(fname="Fig6_PyGMT_geopandas.png") - - -# %% -import geopandas as gpd -import pygmt - provider = "https://naciscdn.org/naturalearth" world = gpd.read_file(f"{provider}/110m/cultural/ne_110m_admin_0_countries.zip") world["POP_EST"] *= 1e-6 @@ -74,4 +35,4 @@ ) fig.show() -fig.savefig(fname="Fig6_PyGMT_geopandas_africa.png") +fig.savefig(fname="Fig6_PyGMT_geopandas.png") From dc38ff07aa4bf62112fe40eaffcb54a8e6d1b4ce Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Fri, 28 Nov 2025 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z!`^WtM-z{1LUVDD4*cBLiN0?|AQK0NQ{YIbyBTQEB2j|FAWkT$fOadyT@$)FP0jV5 z&P}~g9|o6{Tj8-a5PNRkrU_PdmZh0l1V;^z21xx@_GbEQJP&oM~#KPyL}!aKm40V%6+ zC&)-5#lt%2xrsCoTV@k4NzKY(5MxNAM5@ypQ>2vZSdAuiYzqV2$v!U MtPkydw3` Date: Fri, 28 Nov 2025 20:46:44 +0100 Subject: [PATCH 47/74] Remove geometry column --- Fig6_PyGMT_geopandas.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 0b454e6..4c23873 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -18,7 +18,7 @@ fig.plot(data=africa, pen="0.8p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") fig.colorbar(frame="x20f10+lPopulation (millions)", position="jML+o3c/-3.5c+w7.5c+ml") -fig.plot(data=rivers["geometry"], pen="1.5p,dodgerblue4") +fig.plot(data=rivers, pen="1.5p,dodgerblue4") fig.plot(data=cities_small, style="s0.2c", fill="lightgray", pen="1p") fig.plot(data=cities_large, style="s0.3c", fill="darkorange", pen="1p") From 1653b66c2f4baba73b9d69de9e7391b31ff10cd2 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Sun, 30 Nov 2025 10:54:06 +0100 Subject: [PATCH 48/74] Add codes for Chicago map --- Fig6_PyGMT_geopandas.py | 55 +++++++++++++++++- ...das.png => Fig6_PyGMT_geopandas_africa.png | Bin Fig6_PyGMT_geopandas_chicago.png | Bin 0 -> 123563 bytes 3 files changed, 54 insertions(+), 1 deletion(-) rename Fig6_PyGMT_geopandas.png => Fig6_PyGMT_geopandas_africa.png (100%) create mode 100755 Fig6_PyGMT_geopandas_chicago.png diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 4c23873..9c4a3de 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -1,3 +1,56 @@ +import geodatasets +import geopandas as gpd +import pygmt + +gdf = gpd.read_file(geodatasets.get_path("geoda airbnb")) + +provider = "https://naciscdn.org/naturalearth" +cities = gpd.read_file(f"{provider}/10m/cultural/ne_10m_populated_places_simple.zip") +cities = cities.cx[-87.94:-87.52, 41.64:42.02] +airports = gpd.read_file(f"{provider}/10m/cultural/ne_10m_airports.zip") +airports = airports.cx[-87.94:-87.52, 41.64:42.02] +ports = gpd.read_file(f"{provider}/10m/cultural/ne_10m_ports.zip") +ports = ports.cx[-87.94:-87.52, 41.64:42.02] +railroads = gpd.read_file(f"{provider}/10m/cultural/ne_10m_railroads.zip") +railroads = railroads.cx[-87.94:-87.52, 41.64:42.02] +# rivers = gpd.read_file(f"{provider}/10m/physical/ne_10m_rivers_lake_centerlines.zip") +# rivers = rivers.cx[-87.94:-87.52, 41.64:42.02] + +# %% +fig = pygmt.Figure() +fig.basemap(region=gdf.total_bounds[[0, 2, 1, 3]], projection="M10c", frame="+n") +fig.coast(shorelines=True, rivers="1/1p,blue") + +pygmt.makecpt(cmap="bilbao", series=[gdf["population"].min(), gdf["population"].max()]) +fig.plot(data=gdf, pen="0.3p,gray10", fill="+z", cmap=True, aspatial="Z=population") +fig.colorbar(frame="xaf+lPopulation in Chicago", position="jTR+o0.8c/0.3c+w6c+ml") + +fig.plot(data=railroads["geometry"], pen="2p,black") +fig.plot(data=railroads["geometry"], pen="1p,white,2_2") + +# fig.plot(data=rivers["geometry"], pen="1p,steelblue") + +fig.plot(data=ports["geometry"], style="i0.35c", fill="steelblue", pen="0.8p,gray10", label="port") +fig.plot(data=airports["geometry"], style="t0.35c", fill="darkorange", pen="0.8p,gray10", label="airport") +fig.text( + x=airports.geometry.x, + y=airports.geometry.y, + text=airports["name"], + offset="0c/-0.25c", + justify="TL", + font="8p,Helvetica-Bold", + fill="white@30", + pen="0.5p,darkorange", + clearance="0.08c+tO", +) +fig.plot(data=cities["geometry"], style="s0.3c", fill="red", pen="0.8p,gray10", label="city") +fig.legend(position="jBL+o0.2c+l1.5", box=True) + +fig.show() +fig.savefig(fname="Fig6_PyGMT_geopandas_chicago.png") + + +# %% import geopandas as gpd import pygmt @@ -35,4 +88,4 @@ ) fig.show() -fig.savefig(fname="Fig6_PyGMT_geopandas.png") +fig.savefig(fname="Fig6_PyGMT_geopandas_africa.png") diff --git a/Fig6_PyGMT_geopandas.png 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zR`&LGP)HPdH1Ui;l!kE?(VI&k*xDcUI*?|bI>6J*MfYA+O~uOaR&0z$`7-pp1%4&M--wg literal 0 HcmV?d00001 From 4ba60d6887790a967e7b95c30b0e27f28d167520 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Sun, 30 Nov 2025 11:54:42 +0100 Subject: [PATCH 49/74] Improve visualization --- Fig6_PyGMT_geopandas.py | 19 ++++++++----------- Fig6_PyGMT_geopandas_chicago.png | Bin 123563 -> 115928 bytes 2 files changed, 8 insertions(+), 11 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 9c4a3de..518d3c7 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -13,8 +13,6 @@ ports = ports.cx[-87.94:-87.52, 41.64:42.02] railroads = gpd.read_file(f"{provider}/10m/cultural/ne_10m_railroads.zip") railroads = railroads.cx[-87.94:-87.52, 41.64:42.02] -# rivers = gpd.read_file(f"{provider}/10m/physical/ne_10m_rivers_lake_centerlines.zip") -# rivers = rivers.cx[-87.94:-87.52, 41.64:42.02] # %% fig = pygmt.Figure() @@ -23,28 +21,27 @@ pygmt.makecpt(cmap="bilbao", series=[gdf["population"].min(), gdf["population"].max()]) fig.plot(data=gdf, pen="0.3p,gray10", fill="+z", cmap=True, aspatial="Z=population") -fig.colorbar(frame="xaf+lPopulation in Chicago", position="jTR+o0.8c/0.3c+w6c+ml") fig.plot(data=railroads["geometry"], pen="2p,black") fig.plot(data=railroads["geometry"], pen="1p,white,2_2") -# fig.plot(data=rivers["geometry"], pen="1p,steelblue") - -fig.plot(data=ports["geometry"], style="i0.35c", fill="steelblue", pen="0.8p,gray10", label="port") -fig.plot(data=airports["geometry"], style="t0.35c", fill="darkorange", pen="0.8p,gray10", label="airport") +fig.plot(data=cities["geometry"], style="s0.35c", fill="red", pen="1p", label="city") +fig.plot(data=ports["geometry"], style="i0.35c", fill="steelblue", pen="1p", label="port") +fig.plot(data=airports["geometry"], style="t0.35c", fill="darkorange", pen="1p", label="airport") fig.text( x=airports.geometry.x, y=airports.geometry.y, text=airports["name"], - offset="0c/-0.25c", + offset="-0.25c", justify="TL", font="8p,Helvetica-Bold", fill="white@30", - pen="0.5p,darkorange", + pen="0.8p,darkorange", clearance="0.08c+tO", ) -fig.plot(data=cities["geometry"], style="s0.3c", fill="red", pen="0.8p,gray10", label="city") -fig.legend(position="jBL+o0.2c+l1.5", box=True) + +fig.colorbar(frame="xaf+lPopulation in Chicago", position="jML+o0.95c/-2c+w7c+ml", box="+c0.5c+gwhite") +fig.legend(position="jTR+o0.2c+l1.5", box=True) fig.show() fig.savefig(fname="Fig6_PyGMT_geopandas_chicago.png") diff --git a/Fig6_PyGMT_geopandas_chicago.png b/Fig6_PyGMT_geopandas_chicago.png index d5fc5a74649c724aef53021e5c961ce8cc0c7e1b..1aca6f7f92959cd0a9a3a1c530269142d64b3114 100755 GIT binary patch literal 115928 zcmXtf1yq&I_w_?JTpE<_lI{ygcM1w9A<}|0T#!auq&o$q6j4AWrMpYIJ1-$f<2Sy) z@6TE+7Oczj%*>fNXP>?IMCod)5a8a!g&>GPO;zy`1fl0b5JoOGD)>tUrZ*1wf#afT z><&S^%>TYoyo(-sfj`oEC>eR^JKK05EZnRi60Df|CMvCg-|DY7a!75{uaGrAsTFPD{4W#?oeuU 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zR`&LGP)HPdH1Ui;l!kE?(VI&k*xDcUI*?|bI>6J*MfYA+O~uOaR&0z$`7-pp1%4&M--wg From 269765d9ad94f13262fe145f7f154244ab14fd37 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Sun, 30 Nov 2025 12:14:27 +0100 Subject: [PATCH 50/74] Add lake --- Fig6_PyGMT_geopandas.py | 18 +++++++++++------- Fig6_PyGMT_geopandas_chicago.png | Bin 115928 -> 120657 bytes 2 files changed, 11 insertions(+), 7 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 518d3c7..da65a6c 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -16,17 +16,17 @@ # %% fig = pygmt.Figure() -fig.basemap(region=gdf.total_bounds[[0, 2, 1, 3]], projection="M10c", frame="+n") -fig.coast(shorelines=True, rivers="1/1p,blue") +fig.basemap(region=gdf.total_bounds[[0, 2, 1, 3]], projection="M10c", frame=0) +fig.coast(shorelines=True, lakes="lightblue", land="gray95") pygmt.makecpt(cmap="bilbao", series=[gdf["population"].min(), gdf["population"].max()]) -fig.plot(data=gdf, pen="0.3p,gray10", fill="+z", cmap=True, aspatial="Z=population") +fig.plot(data=gdf, pen="0.5p,gray30", fill="+z", cmap=True, aspatial="Z=population") fig.plot(data=railroads["geometry"], pen="2p,black") fig.plot(data=railroads["geometry"], pen="1p,white,2_2") -fig.plot(data=cities["geometry"], style="s0.35c", fill="red", pen="1p", label="city") -fig.plot(data=ports["geometry"], style="i0.35c", fill="steelblue", pen="1p", label="port") +fig.plot(data=cities["geometry"], style="s0.32c", fill="red", pen="1p", label="city") +fig.plot(data=ports["geometry"], style="i0.35c", fill="steelblue", pen="1p", label="harbor") fig.plot(data=airports["geometry"], style="t0.35c", fill="darkorange", pen="1p", label="airport") fig.text( x=airports.geometry.x, @@ -40,8 +40,12 @@ clearance="0.08c+tO", ) -fig.colorbar(frame="xaf+lPopulation in Chicago", position="jML+o0.95c/-2c+w7c+ml", box="+c0.5c+gwhite") -fig.legend(position="jTR+o0.2c+l1.5", box=True) +fig.colorbar( + frame="xaf+lPopulation in Chicago", + position="jML+o0.95c/-1.5c+w7c+ml", + box="+c0.5c+ggray95", +) +fig.legend(position="jTR+o0.2c+l1.7", box="+gwhite@30+p1p") fig.show() fig.savefig(fname="Fig6_PyGMT_geopandas_chicago.png") diff --git a/Fig6_PyGMT_geopandas_chicago.png b/Fig6_PyGMT_geopandas_chicago.png index 1aca6f7f92959cd0a9a3a1c530269142d64b3114..3839359bfcccafd018499861aaa31c594749c972 100755 GIT binary patch literal 120657 zcmZs@byQT{`v-a`DUnX4yHf#S1Zj~D=@3bgPYOyOD*g!ssck{`brvBc@`^un_a?Nrw|_9AO?k zyhi)Fy#lu(i%RmVe5)LU!5h8e^`RN#9o7JA1L2^T$uF`oH8f?5%)bSdgyXP8k0ZEc zv^dNieEqyX^UrzrHzSk8ZTf~T+zaQ<1m=yZL%}2e|6kH49Sb)jqoWE; z#2&I}-xnJKFkDu8h}D<&J$WdY)09}WjEpu-jUoNT%KEGARjC`VS&I6)nVFe_J6O_d z*#!lTc6ObUe>XNZR7~^p@>Ezz2oxnsDF`8GP3wu>T_@vB#|I2Z7Lrh_?k}B)v;kWm zA0J7&sP-i}%wlZG=S(rbcB(hi2C~OVBNfsIY$fT`SxC;h?)tyc($&?~)NGu>V*ViJ z8h_%Fkk9Yyf>>JJ<#pj8fgmN^To+nkBk`j}B}D#7JX`&AXGH^;Fsnf3U%I2~QxB%Z$R?u*Mht2xgdn~INU5Hw0GUS~fY zi4hdt)uqf7)@otA$HsiZLW0W|*y-*Ju>{tWEiDT}4Q@e4ucbW1GnbR)cc@aiF)bf) 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From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Sun, 30 Nov 2025 16:59:57 +0100 Subject: [PATCH 53/74] Use Box class --- Fig6_PyGMT_geopandas.py | 5 +++-- Fig6_PyGMT_geopandas_chicago.png | Bin 119426 -> 119479 bytes 2 files changed, 3 insertions(+), 2 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 462f795..a15e413 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -1,6 +1,7 @@ import geodatasets import geopandas as gpd import pygmt +from pygmt.params import Box chicago = gpd.read_file(geodatasets.get_path("geoda airbnb")) @@ -42,9 +43,9 @@ fig.colorbar( frame="xaf+lPopulation in Chicago", position="jML+o0.95c/-1.5c+w7c+ml", - box="+c0.5c+ggray95", + box=Box(fill="gray95", clearance="0.5c"), ) -fig.legend(position="jTR+o0.2c+l1.7", box="+gwhite@30+p1p") +fig.legend(position="jTR+o0.2c+l1.7", box=Box(fill="white@30", pen="0.5p,gray50")) fig.show() fig.savefig(fname="Fig6_PyGMT_geopandas_chicago.png") diff --git 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=?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Mon, 1 Dec 2025 19:21:49 +0100 Subject: [PATCH 54/74] Add draft for usa area chorophlet map with rivers and cities --- Fig6_PyGMT_geopandas.py | 57 ++++++++++++++++++++++++++++++++++- Fig6_PyGMT_geopandas_usa.png | Bin 0 -> 94710 bytes 2 files changed, 56 insertions(+), 1 deletion(-) create mode 100755 Fig6_PyGMT_geopandas_usa.png diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index a15e413..6a9d9ad 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -1,3 +1,58 @@ +import geopandas as gpd +import pygmt + +provider = "https://naciscdn.org/naturalearth" +states = gpd.read_file(f"{provider}/110m/cultural/ne_110m_admin_1_states_provinces.zip") +states["area_sqkm"] = states.geometry.to_crs(epsg=6933).area / 10 ** 9 +states = states[states["name"] != "Alaska"] +rivers = gpd.read_file(f"{provider}/50m/physical/ne_50m_rivers_lake_centerlines.zip") +rivers = rivers.cx[-126:-66, 24.9:49.1] +cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") +cities = cities.cx[-126:-66, 24.9:49.1] +cities_large = cities[cities["worldcity"] == 1].copy() +cities_large = cities_large.cx[-126:-66, 24.8:43] +cities_small = cities[cities["worldcity"] != 1].copy() +cities_small = cities_small.cx[-126:-66, 26:45] + +fig = pygmt.Figure() +fig.basemap( + projection="L-96/35/33/41/12c", region=[-126, -66.5, 24.9, 49.1], frame="+n" +) +# fig.coast(shorelines="1/0.1p,gray80", land="gray95") + +pygmt.makecpt(cmap="bilbao", series=[0, states["area_sqkm"].max()]) +fig.plot( + data=states[["geometry", "area_sqkm"]], + cmap=True, + pen="0.2p,gray50", + fill="+z", + aspatial="Z=area_sqkm", +) +fig.colorbar( + frame="xaf+lArea (1000 km@+2@+)", position="jBL+h+o1.4c/0.6c+w3.5c/0.17c+ml" +) + +fig.plot(data=rivers["geometry"], pen="0.5p,steelblue") + +fig.plot(data=cities_small, style="s0.15c", fill="lightgray", pen="0.5p") +fig.plot(data=cities_large, style="s0.17c", fill="darkorange", pen="0.5p") +fig.text( + x=cities_large.geometry.x, + y=cities_large.geometry.y, + text=cities_large["name"], + offset="0.35c/0.2c", + justify="BC", + font="4.5p,Helvetica-Bold", + fill="white@30", + pen="0.2p,darkorange", + clearance="0.05c+tO", +) + +fig.show() +fig.savefig(fname="Fig6_PyGMT_geopandas_usa.png") + + +# %% import geodatasets import geopandas as gpd import pygmt @@ -89,4 +144,4 @@ ) fig.show() -fig.savefig(fname="Fig6_PyGMT_geopandas_africa.png") +fig.savefig(fname="Fig6_PyGMT_geopandas_africa.png") \ No newline at end of file diff --git a/Fig6_PyGMT_geopandas_usa.png b/Fig6_PyGMT_geopandas_usa.png new file mode 100755 index 0000000000000000000000000000000000000000..ed44bc44f6ca49b917217b6539d24daae9a6b98e GIT binary patch literal 94710 zcmY&=1yogA8||jMOFE@NIuDWp(hUMql7~h*q@_zr8l*u&;DDrbOC!?V-3SP8bMO7% z8*hvQIu7i!>RaEM-<)$1p{62-g-(VJ007o&c^M4=KvV+&_%EpN;5#22e@KJ>pgGCE zc@F@b^iN-Ko`vG>;G2}Luk>6s9W7lwOkFGhIW;93IcvxFuJ7Nu*f_b;2y^mq_g>r) 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12:07:46 +0100 Subject: [PATCH 58/74] Do not subset cities | Use rivers from 110 m dataset | Remove geometry column --- Fig6_PyGMT_geopandas.py | 36 ++++++++++------------------------- Fig6_PyGMT_geopandas_usa.png | Bin 95824 -> 73124 bytes 2 files changed, 10 insertions(+), 26 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 01f9b26..877ffbb 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -5,41 +5,25 @@ states = gpd.read_file(f"{provider}/110m/cultural/ne_110m_admin_1_states_provinces.zip") states["area_sqkm"] = states.geometry.to_crs(epsg=6933).area / 10 ** 9 states = states[states["name"] != "Alaska"] -rivers = gpd.read_file(f"{provider}/50m/physical/ne_50m_rivers_lake_centerlines.zip") +rivers = gpd.read_file(f"{provider}/110m/physical/ne_110m_rivers_lake_centerlines.zip") rivers = rivers.cx[-126:-66, 24.9:49.1] cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") -cities = cities.cx[-126:-66, 24.9:49.1] -cities_large = cities[cities["worldcity"] == 1].copy() -cities_large = cities_large.cx[-126:-66, 24.8:43] -cities_small = cities[cities["worldcity"] != 1].copy() -cities_small = cities_small.cx[-126:-66, 26:45] +cities = cities.cx[-126:-66, 25.7:42] fig = pygmt.Figure() -fig.basemap( - projection="L-96/35/33/41/12c", region=[-126, -66.5, 24.9, 49.1], frame="+n" -) -# fig.coast(shorelines="1/0.1p,gray80", land="gray95") +fig.basemap(projection="L-96/35/33/41/12c", region=[-126, -66, 25, 49], frame="+n") pygmt.makecpt(cmap="bilbao", series=[0, states["area_sqkm"].max()]) -fig.plot( - data=states[["geometry", "area_sqkm"]], - cmap=True, - pen="0.2p,gray50", - fill="+z", - aspatial="Z=area_sqkm", -) -fig.colorbar( - frame="xaf+lArea (1000 km@+2@+)", position="jBL+h+o1.4c/0.6c+w3.5c/0.17c+ml" -) +fig.plot(data=states, cmap=True, pen="0.2p,gray50", fill="+z", aspatial="Z=area_sqkm") +fig.colorbar(frame="xaf+lArea (1000 km@+2@+)", position="jBL+h+o1.4c/0.6c+w3.5c+ml") -fig.plot(data=rivers["geometry"], pen="0.5p,dodgerblue4") +fig.plot(data=rivers, pen="0.5p,dodgerblue4") -fig.plot(data=cities_small, style="s0.15c", fill="lightgray", pen="0.5p") -fig.plot(data=cities_large, style="s0.17c", fill="darkorange", pen="0.5p") +fig.plot(data=cities, style="s0.17c", fill="darkorange", pen="0.5p") fig.text( - x=cities_large.geometry.x, - y=cities_large.geometry.y, - text=cities_large["name"], + x=cities.geometry.x, + y=cities.geometry.y, + text=cities["name"], offset="0.35c/0.2c", justify="BC", font="4.5p,Helvetica-Bold", diff --git a/Fig6_PyGMT_geopandas_usa.png b/Fig6_PyGMT_geopandas_usa.png index 1b5ec1d4ad7c4fdfc49c63a059a9c76164bb1745..929d52d97808237b2523a771bb37df16a905de6b 100755 GIT binary patch literal 73124 zcmX_I1yodBw7v)o9U>tN($W~j(A~<=4GKuZ(A`K13KEh-cS^T_fFK~9Ln_@}BH_FE zzxUP}maOsKd(Q6teP>@HRF&lkaH((s03c9QkWmK!3tLv)aVBzXv;%pAct18jSTRFJ6x|lj!JG#;dKH+}eb9zMz z0Ca$&jHIS#+U|m%s)0x9)8F!0{1PN|IM1*vI|3`MzuSG^I#10jFigofQtI9+DUWeI 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zd4gW_aZI;D2bbD-jr0v??RIq+5aTlveY$F=&v@J*sP^w>$<5heOjFmd2qyk`J-gbH z_x+<*1Pf!s2eWv*TD#29f1z+5{M3kN|>PcW;ftkk{_vkdqkkCvg5&-z!cy?jS!9_GEh%|`N{|9XM$S*fgA5P|*5 zWK9z))9+NE8!sIluQ{vak72H+i)@v?rI!G+Px1~ zv3YDo`91=Zn77kmUiA9c1;zE3o2;~D@TrfcBUJ%^iJm}=-~)(&TOgoBuF#0pZ8r7x z0^hAJ#{A8F_iV|@OC48AIC3R>)T+XJb2&3K-!Z??2D!1(_?TIi<~}%=SAD9|d+Y3A zRHrh3NxaxGVfSkc7L*}^O9xqUMXp?)bWq&vOWXKJ3hO=a`5etk90B^!U(~_NGCR^( z+(h|;GhogW#0~v-Bn1v3=>1a=ry_bC(j=SCx3)VzX(qEFFU?3CzdxMJ_qvLE*g5^QN(uReSx6%S zK^Jc=1lB*L>Hez5pXNR^5z&%YFS%ll#^#-f1sAp|`^{lF_f z`TKaK!QZqQv8@F0g2irk3XsrB34^@CFJM+$0yXxhuCkx0j$3I4LR`Dm<_8G`pA_4S zS^obj Date: Tue, 2 Dec 2025 12:28:59 +0100 Subject: [PATCH 59/74] Improve data request Co-authored-by: Michael Grund <23025878+michaelgrund@users.noreply.github.com> --- Fig6_PyGMT_geopandas.py | 28 ++++++++++++++++++++-------- 1 file changed, 20 insertions(+), 8 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 877ffbb..43f5f4d 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -45,14 +45,26 @@ chicago = gpd.read_file(geodatasets.get_path("geoda airbnb")) provider = "https://naciscdn.org/naturalearth" -railroads = gpd.read_file(f"{provider}/10m/cultural/ne_10m_railroads.zip") -airports = gpd.read_file(f"{provider}/10m/cultural/ne_10m_airports.zip") -cities = gpd.read_file(f"{provider}/10m/cultural/ne_10m_populated_places_simple.zip") -ports = gpd.read_file(f"{provider}/10m/cultural/ne_10m_ports.zip") -railroads = railroads.cx[-87.94:-87.52, 41.64:42.02] -airports = airports.cx[-87.94:-87.52, 41.64:42.02] -cities = cities.cx[-87.94:-87.52, 41.64:42.02] -ports = ports.cx[-87.94:-87.52, 41.64:42.02] +files = { + "railroads": "ne_10m_railroads.zip", + "airports": "ne_10m_airports.zip", + "cities": "ne_10m_populated_places_simple.zip", + "ports": "ne_10m_ports.zip", +} + +# define bounding box +bbox = (-87.94, -87.52, 41.64, 42.02) + +data = {} +for key, fname in files.items(): + gdf = gpd.read_file(f"{provider}/10m/cultural/{fname}") + data[key] = gdf.cx[bbox[0]:bbox[1], bbox[2]:bbox[3]] + +railroads = data["railroads"] +airports = data["airports"] +cities = data["cities"] +ports = data["ports"] + fig = pygmt.Figure() fig.basemap(region=chicago.total_bounds[[0, 2, 1, 3]], projection="M10c", frame="+n") From a8112843a320664506ed7e3cd9b9926b88b367ea Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= <94163266+yvonnefroehlich@users.noreply.github.com> Date: Tue, 2 Dec 2025 12:40:06 +0100 Subject: [PATCH 60/74] Select rivers and cities located in USA Co-authored-by: Dongdong Tian --- Fig6_PyGMT_geopandas.py | 13 +++++++------ 1 file changed, 7 insertions(+), 6 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 43f5f4d..da757eb 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -2,13 +2,14 @@ import pygmt provider = "https://naciscdn.org/naturalearth" -states = gpd.read_file(f"{provider}/110m/cultural/ne_110m_admin_1_states_provinces.zip") -states["area_sqkm"] = states.geometry.to_crs(epsg=6933).area / 10 ** 9 -states = states[states["name"] != "Alaska"] -rivers = gpd.read_file(f"{provider}/110m/physical/ne_110m_rivers_lake_centerlines.zip") -rivers = rivers.cx[-126:-66, 24.9:49.1] +states = gpd.read_file(f"{provider}/50m/cultural/ne_50m_admin_1_states_provinces.zip") +rivers = gpd.read_file(f"{provider}/50m/physical/ne_50m_rivers_lake_centerlines.zip") cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") -cities = cities.cx[-126:-66, 25.7:42] + +states = states[states["admin"] == "United States of America"].copy() +states["area_sqkm"] = states.geometry.to_crs(epsg=6933).area / 10 ** 9 +rivers = rivers[rivers.intersects(states.union_all())].copy() +cities = cities[cities["adm0name"] == "United States of America"].copy() fig = pygmt.Figure() fig.basemap(projection="L-96/35/33/41/12c", region=[-126, -66, 25, 49], frame="+n") From 8a5daaaf0cdbb7b1de6bffaf9b02039ff9bd4dd5 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Tue, 2 Dec 2025 13:13:32 +0100 Subject: [PATCH 61/74] Exclude Alaska | Increase thickness of colorbar | Upate output figure --- Fig6_PyGMT_geopandas.py | 3 ++- Fig6_PyGMT_geopandas_usa.png | Bin 73124 -> 101148 bytes 2 files changed, 2 insertions(+), 1 deletion(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index da757eb..e515269 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -7,6 +7,7 @@ cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") states = states[states["admin"] == "United States of America"].copy() +states = states[states["name"] != "Alaska"].copy() states["area_sqkm"] = states.geometry.to_crs(epsg=6933).area / 10 ** 9 rivers = rivers[rivers.intersects(states.union_all())].copy() cities = cities[cities["adm0name"] == "United States of America"].copy() @@ -16,7 +17,7 @@ pygmt.makecpt(cmap="bilbao", series=[0, states["area_sqkm"].max()]) 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Dec 2025 13:15:13 +0100 Subject: [PATCH 62/74] Remove codes and images of old examples --- ...opandas_usa.png => Fig6_PyGMT_geopandas.png | Bin Fig6_PyGMT_geopandas.py | 2 +- Fig6_PyGMT_geopandas_africa.png | Bin 154209 -> 0 bytes Fig6_PyGMT_geopandas_chicago.png | Bin 120213 -> 0 bytes 4 files changed, 1 insertion(+), 1 deletion(-) rename Fig6_PyGMT_geopandas_usa.png => Fig6_PyGMT_geopandas.png (100%) delete mode 100755 Fig6_PyGMT_geopandas_africa.png delete mode 100755 Fig6_PyGMT_geopandas_chicago.png diff --git a/Fig6_PyGMT_geopandas_usa.png b/Fig6_PyGMT_geopandas.png similarity index 100% rename from Fig6_PyGMT_geopandas_usa.png rename to Fig6_PyGMT_geopandas.png diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index e515269..59021ba 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -35,7 +35,7 @@ ) fig.show() -fig.savefig(fname="Fig6_PyGMT_geopandas_usa.png") +fig.savefig(fname="Fig6_PyGMT_geopandas.png") # %% diff --git 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Tue, 2 Dec 2025 13:35:48 +0100 Subject: [PATCH 63/74] Plot Alaska and Hawaii at the lower-left corner Co-authored-by: Dongdong Tian --- Fig6_PyGMT_geopandas.py | 22 +++++++++++++++++++++- 1 file changed, 21 insertions(+), 1 deletion(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 59021ba..1d8b682 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -33,7 +33,27 @@ pen="0.2p,darkorange", clearance="0.05c+tO", ) - +with fig.shift_origin(xshift="0.5c"): + fig.plot( + data=states, + region=[172, 230, 51, 72], + projection="M2.5c", + cmap=True, + pen="0.2p,gray50", + fill="+z", + aspatial="Z=area_sqkm" + ) +with fig.shift_origin(xshift="2.0c"): + fig.plot( + data=states, + # frame=True, + region=[-168, -154, 18, 29], + projection="M2.5c", + cmap=True, + pen="0.2p,gray50", + fill="+z", + aspatial="Z=area_sqkm" + ) fig.show() fig.savefig(fname="Fig6_PyGMT_geopandas.png") From 0826ef4064c0d80782c2286405d460f4672c0b1e Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Tue, 2 Dec 2025 13:37:05 +0100 Subject: [PATCH 64/74] Do not exclude Alaska --- Fig6_PyGMT_geopandas.py | 1 - 1 file changed, 1 deletion(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 1d8b682..9b8ed04 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -7,7 +7,6 @@ cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") states = states[states["admin"] == "United States of America"].copy() -states = states[states["name"] != "Alaska"].copy() states["area_sqkm"] = states.geometry.to_crs(epsg=6933).area / 10 ** 9 rivers = rivers[rivers.intersects(states.union_all())].copy() cities = cities[cities["adm0name"] == "United States of America"].copy() From 785502de2fa7556cebfd94eaa385b5496213f819 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Tue, 2 Dec 2025 13:37:38 +0100 Subject: [PATCH 65/74] Remove codes from old examples --- Fig6_PyGMT_geopandas.py | 108 ---------------------------------------- 1 file changed, 108 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 9b8ed04..8eb6b6a 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -55,111 +55,3 @@ ) fig.show() fig.savefig(fname="Fig6_PyGMT_geopandas.png") - - -# %% -import geodatasets -import geopandas as gpd -import pygmt -from pygmt.params import Box - -chicago = gpd.read_file(geodatasets.get_path("geoda airbnb")) - -provider = "https://naciscdn.org/naturalearth" -files = { - "railroads": "ne_10m_railroads.zip", - "airports": "ne_10m_airports.zip", - "cities": "ne_10m_populated_places_simple.zip", - "ports": "ne_10m_ports.zip", -} - -# define bounding box -bbox = (-87.94, -87.52, 41.64, 42.02) - -data = {} -for key, fname in files.items(): - gdf = gpd.read_file(f"{provider}/10m/cultural/{fname}") - data[key] = gdf.cx[bbox[0]:bbox[1], bbox[2]:bbox[3]] - -railroads = data["railroads"] -airports = data["airports"] -cities = data["cities"] -ports = data["ports"] - - -fig = pygmt.Figure() -fig.basemap(region=chicago.total_bounds[[0, 2, 1, 3]], projection="M10c", frame="+n") -fig.coast(shorelines=True, lakes="lightblue", land="gray95") - -pygmt.makecpt(cmap="bilbao", series=[0, chicago["population"].max()]) - -fig.plot(data=chicago, pen="0.5p,gray30", fill="+z", cmap=True, aspatial="Z=population") - -fig.plot(data=railroads["geometry"], pen="2p,black") -fig.plot(data=railroads["geometry"], pen="1p,white,2_2") - -fig.plot(data=cities["geometry"], style="s0.32c", fill="red", pen="1p", label="city") -fig.plot(data=ports["geometry"], style="i0.35c", fill="steelblue", pen="1p", label="harbor") -fig.plot(data=airports["geometry"], style="t0.35c", fill="darkorange", pen="1p", label="airport") -fig.text( - x=airports.geometry.x, - y=airports.geometry.y, - text=airports["name"], - offset="-0.25c", - justify="TL", - font="8p,Helvetica-Bold", - fill="white@30", - pen="0.8p,darkorange", - clearance="0.08c+tO", -) - -fig.colorbar( - frame="xaf+lPopulation in Chicago", - position="jML+o0.95c/-1.5c+w7c+ml", - box=Box(fill="gray95", clearance="0.5c"), -) -fig.legend(position="jTR+o0.2c+l1.7", box=Box(fill="white@30", pen="0.5p,gray50")) - -fig.show() -fig.savefig(fname="Fig6_PyGMT_geopandas_chicago.png") - - -# %% -import geopandas as gpd -import pygmt - -provider = "https://naciscdn.org/naturalearth" -world = gpd.read_file(f"{provider}/110m/cultural/ne_110m_admin_0_countries.zip") -world["POP_EST"] *= 1e-6 -africa = world[world["CONTINENT"] == "Africa"].copy() -rivers = gpd.read_file(f"{provider}/110m/physical/ne_110m_rivers_lake_centerlines.zip") -cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") -cities_africa = gpd.sjoin(cities, africa, how="inner") -cities_large = cities_africa[cities_africa["worldcity"] == 1].copy() -cities_small = cities_africa[cities_africa["worldcity"] != 1].copy() - -fig = pygmt.Figure() -fig.basemap(region=[-19.5, 52, -37, 38], projection="M15c", frame="+n") - -pygmt.makecpt(cmap="bilbao", series=(0, 200)) -fig.plot(data=africa, pen="0.8p,gray50", fill="+z", cmap=True, aspatial="Z=POP_EST") -fig.colorbar(frame="x20f10+lPopulation (millions)", position="jML+o3c/-3.5c+w7.5c+ml") - -fig.plot(data=rivers, pen="1.5p,dodgerblue4") - -fig.plot(data=cities_small, style="s0.2c", fill="lightgray", pen="1p") -fig.plot(data=cities_large, style="s0.3c", fill="darkorange", pen="1p") -fig.text( - x=cities_large.geometry.x, - y=cities_large.geometry.y, - text=cities_large["name"], - offset="0.2c/0.35c", - justify="BL", - font="10p,Helvetica-Bold", - fill="white@30", - pen="0.8p,darkorange", - clearance="0.1c+tO", -) - -fig.show() -fig.savefig(fname="Fig6_PyGMT_geopandas_africa.png") \ No newline at end of file From a7f326231f5ad6284ddcf440cd2d4883a02b3dc3 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Tue, 2 Dec 2025 13:49:23 +0100 Subject: [PATCH 66/74] Adjust position of colorbar --- 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pygmt.makecpt(cmap="bilbao", series=[0, states["area_sqkm"].max()]) fig.plot(data=states, cmap=True, pen="0.2p,gray50", fill="+z", aspatial="Z=area_sqkm") -fig.colorbar(frame="xaf+lArea (1000 km@+2@+)", position="jBL+h+o1.4c/0.6c+w3.5c/0.17+ml") +fig.colorbar(frame="xaf+lArea (1000 km@+2@+)", position="jRB+o1.9c/0.3c+w2.8c/0.12c+ml") fig.plot(data=rivers, pen="0.5p,dodgerblue4") @@ -32,7 +32,7 @@ pen="0.2p,darkorange", clearance="0.05c+tO", ) -with fig.shift_origin(xshift="0.5c"): +with fig.shift_origin(xshift="0.9c"): fig.plot( data=states, region=[172, 230, 51, 72], @@ -42,10 +42,9 @@ fill="+z", aspatial="Z=area_sqkm" ) -with fig.shift_origin(xshift="2.0c"): +with fig.shift_origin(xshift="2.3c"): fig.plot( data=states, - # frame=True, region=[-168, -154, 18, 29], projection="M2.5c", cmap=True, From 7d0158216be8af49ec6aa9eaa9d8d1661dab2fec Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Tue, 2 Dec 2025 13:53:00 +0100 Subject: [PATCH 67/74] Combine into loop --- Fig6_PyGMT_geopandas.py | 34 ++++++++++++++-------------------- 1 file changed, 14 insertions(+), 20 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 65fabde..a7d603d 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -32,25 +32,19 @@ pen="0.2p,darkorange", clearance="0.05c+tO", ) -with fig.shift_origin(xshift="0.9c"): - fig.plot( - data=states, - region=[172, 230, 51, 72], - projection="M2.5c", - cmap=True, - pen="0.2p,gray50", - fill="+z", - aspatial="Z=area_sqkm" - ) -with fig.shift_origin(xshift="2.3c"): - fig.plot( - data=states, - region=[-168, -154, 18, 29], - projection="M2.5c", - cmap=True, - pen="0.2p,gray50", - fill="+z", - aspatial="Z=area_sqkm" - ) + +# Add Alaska and Hawaii separately +for xshift, region in zip(["0.9c", "2.3c"], [[172, 230, 51, 72], [-168, -154, 18, 29]]): + with fig.shift_origin(xshift=xshift): + fig.plot( + data=states, + region=region, + projection="M2.5c", + cmap=True, + pen="0.2p,gray50", + fill="+z", + aspatial="Z=area_sqkm" + ) + fig.show() fig.savefig(fname="Fig6_PyGMT_geopandas.png") From 42693a20ed850bad29003c66dd2abc45adafc94f Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Tue, 2 Dec 2025 15:16:41 +0100 Subject: [PATCH 68/74] Adjust colorbar | Improve comment --- Fig6_PyGMT_geopandas.png | Bin 110283 -> 110285 bytes Fig6_PyGMT_geopandas.py | 4 ++-- 2 files changed, 2 insertions(+), 2 deletions(-) diff --git a/Fig6_PyGMT_geopandas.png b/Fig6_PyGMT_geopandas.png index 9940b783a28a9e8a077dda41b9b3fe68e5730037..b74297216c36857640c59b694272a2437da58c11 100755 GIT binary patch delta 64861 zcmXuKbyQT}_dk4*lp0DpMM0D@XqXWZ2?3FkkOpanmKeB%w6xM8Ez&LBCEeZK9Ya3% z{rUbL7R$d_%X81!XYW^??pd7PS)3w=QjnSD{>s}U<`~9K#k(6yl?PhMrBpZ^MWP^-v4iA@e+2{sL z1hK>>B$6LtGr10QCSIdLbP9QR5GH#FeSLkp0D^CMva*6=^y z!bA7O$Bx&qsF6huW?2)s5#*5}W$#*wrI01cE>~winl9#=C)v4s+rulNPuRt#F-VbS zR`iIEk3ZkNBJgy093qvBI>H4nTC$nv(v)ygH$Ibd9~Y}z+WK}dy6p%wpowk>p>IKa 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69/74] Add missing word --- Fig6_PyGMT_geopandas.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 5554efa..5ebf2ed 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -33,7 +33,7 @@ clearance="0.05c+tO", ) -# Add Alaska and Hawaii separately in lower left corner +# Add Alaska and Hawaii separately in the lower left corner for xshift, region in zip(["0.9c", "2.3c"], [[172, 230, 51, 72], [-168, -154, 18, 29]]): with fig.shift_origin(xshift=xshift): fig.plot( From ae06ce9e0871008de59b52fc4fdc7acaa00fc23b Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= <94163266+yvonnefroehlich@users.noreply.github.com> Date: Tue, 2 Dec 2025 17:46:25 +0100 Subject: [PATCH 70/74] Improve preparing the subsets Co-authored-by: Dongdong Tian --- Fig6_PyGMT_geopandas.py | 9 +++++---- 1 file changed, 5 insertions(+), 4 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 5ebf2ed..8c1a520 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -6,10 +6,11 @@ rivers = gpd.read_file(f"{provider}/50m/physical/ne_50m_rivers_lake_centerlines.zip") cities = gpd.read_file(f"{provider}/110m/cultural/ne_110m_populated_places_simple.zip") -states = states[states["admin"] == "United States of America"].copy() -states["area_sqkm"] = states.geometry.to_crs(epsg=6933).area / 10 ** 9 -rivers = rivers[rivers.intersects(states.union_all())].copy() -cities = cities[cities["adm0name"] == "United States of America"].copy() +states = states[states["admin"] == "United States of America"] +rivers = rivers[rivers.intersects(states.union_all())] +cities = cities[cities["adm0name"] == "United States of America"] + +states["area_sqkm"] = states.to_crs(epsg=6933).area / 10 ** 9 fig = pygmt.Figure() fig.basemap(projection="L-96/35/33/41/12c", region=[-126, -66, 25, 49], frame="+n") From e1121f210329506e5c62dedf8a17445181035fe9 Mon Sep 17 00:00:00 2001 From: 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+++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index 17b84a8..a8c9c92 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -11,14 +11,14 @@ rivers = rivers[rivers.intersects(states.union_all())] cities = cities[cities["adm0name"] == "United States of America"] -states["area_sqkm"] = states.to_crs(epsg=6933).area / 10 ** 9 +states["area"] = states.to_crs(epsg=6933).area / 10 ** 9 # states["area_sqkm_log"] = np.log10(states["area_sqkm"]) fig = pygmt.Figure() fig.basemap(projection="L-96/35/33/41/12c", region=[-126, -66, 25, 49], frame="+n") -pygmt.makecpt(cmap="hawaii", series=[0, states["area_sqkm"].max()], reverse=True) -fig.plot(data=states, cmap=True, pen="0.2p,gray50", fill="+z", aspatial="Z=area_sqkm") +pygmt.makecpt(cmap="hawaii", series=[0, states["area"].max()], reverse=True) +fig.plot(data=states, cmap=True, pen="0.2p,gray50", fill="+z", aspatial="Z=area") fig.colorbar(frame="xaf+lArea (1000 km@+2@+)", position="jRB+o1.9c/0.2c+w3c/0.15c+ml") fig.plot(data=rivers, pen="0.5p,dodgerblue4") From e404fb2909bbf836e55b0522d9103f358ab5beed Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Yvonne=20Fr=C3=B6hlich?= Date: Wed, 3 Dec 2025 22:21:54 +0100 Subject: [PATCH 73/74] Remove codes for testing log colormap --- Fig6_PyGMT_geopandas.py | 2 -- 1 file changed, 2 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index a8c9c92..f915477 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -1,6 +1,5 @@ import geopandas as gpd import pygmt -# import numpy as np provider = "https://naciscdn.org/naturalearth" states = gpd.read_file(f"{provider}/50m/cultural/ne_50m_admin_1_states_provinces.zip") @@ -12,7 +11,6 @@ cities = cities[cities["adm0name"] == "United States of America"] states["area"] = states.to_crs(epsg=6933).area / 10 ** 9 -# states["area_sqkm_log"] = np.log10(states["area_sqkm"]) fig = pygmt.Figure() fig.basemap(projection="L-96/35/33/41/12c", 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Nov 2025 16:31:44 +0100 Subject: [PATCH 51/74] Polish code --- Fig6_PyGMT_geopandas.py | 19 +++++++++---------- 1 file changed, 9 insertions(+), 10 deletions(-) diff --git a/Fig6_PyGMT_geopandas.py b/Fig6_PyGMT_geopandas.py index da65a6c..462f795 100755 --- a/Fig6_PyGMT_geopandas.py +++ b/Fig6_PyGMT_geopandas.py @@ -2,25 +2,24 @@ import geopandas as gpd import pygmt -gdf = gpd.read_file(geodatasets.get_path("geoda airbnb")) +chicago = gpd.read_file(geodatasets.get_path("geoda airbnb")) provider = "https://naciscdn.org/naturalearth" -cities = gpd.read_file(f"{provider}/10m/cultural/ne_10m_populated_places_simple.zip") -cities = cities.cx[-87.94:-87.52, 41.64:42.02] +railroads = gpd.read_file(f"{provider}/10m/cultural/ne_10m_railroads.zip") airports = gpd.read_file(f"{provider}/10m/cultural/ne_10m_airports.zip") -airports = airports.cx[-87.94:-87.52, 41.64:42.02] +cities = gpd.read_file(f"{provider}/10m/cultural/ne_10m_populated_places_simple.zip") ports = gpd.read_file(f"{provider}/10m/cultural/ne_10m_ports.zip") -ports = ports.cx[-87.94:-87.52, 41.64:42.02] -railroads = gpd.read_file(f"{provider}/10m/cultural/ne_10m_railroads.zip") railroads = railroads.cx[-87.94:-87.52, 41.64:42.02] +airports = airports.cx[-87.94:-87.52, 41.64:42.02] +cities = cities.cx[-87.94:-87.52, 41.64:42.02] +ports = ports.cx[-87.94:-87.52, 41.64:42.02] -# %% fig = pygmt.Figure() -fig.basemap(region=gdf.total_bounds[[0, 2, 1, 3]], projection="M10c", frame=0) +fig.basemap(region=chicago.total_bounds[[0, 2, 1, 3]], projection="M10c", frame="+n") fig.coast(shorelines=True, lakes="lightblue", land="gray95") -pygmt.makecpt(cmap="bilbao", series=[gdf["population"].min(), gdf["population"].max()]) -fig.plot(data=gdf, pen="0.5p,gray30", fill="+z", cmap=True, aspatial="Z=population") +pygmt.makecpt(cmap="bilbao", series=[chicago["population"].min(), chicago["population"].max()]) +fig.plot(data=chicago, pen="0.5p,gray30", fill="+z", cmap=True, aspatial="Z=population") 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