Visualizing NCEO Aboveground Woody Biomass 2017 prioritization areas

Explores NCEO Aboveground Woody Biomass priority areas in Guinea using zonal statistics.

Run this notebook

You can launch this notebook in VEDA JupyterHub by clicking the link below.

Launch in VEDA JupyterHub (requires access)

Learn more

Inside the Hub

This notebook was written on the VEDA JupyterHub and as such is designed to be run on a jupyterhub which is associated with an AWS IAM role which has been granted permissions to the VEDA data store via its bucket policy. The instance used provided 16GB of RAM.

See (VEDA Analytics JupyterHub Access)[https://nasa-impact.github.io/veda-docs/veda-jh-access.html] for information about how to gain access.

Outside the Hub

The data is in a protected bucket. Please request access by emailng aimee@developmentseed.org or alexandra@developmentseed.org and providing your affiliation, interest in or expected use of the dataset and an AWS IAM role or user Amazon Resource Name (ARN). The team will help you configure the cognito client.

You should then run:

%run -i 'cognito_login.py'

Approach

1. Query STAC API and explore item contents for a given collection
2. Read and access the data
3. Visualize the collection with hvplot
4. Run zonal statistics on collection using rasterstats
5. Visualize resultant zonal statistics on a choropleth map

About the Data

The NCEO Aboveground Woody Biomass 2017 dataset is a map for Africa at 100 m spatial resolution which was developed using a combination of LiDAR, Synthetic Aperture Radar (SAR) and optical based data. Aboveground woody biomass (AGB) plays an key role in the study of the Earth’s carbon cycle and response to climate change. Estimation based on Earth Observation measurements is an effective method for regional scale studies and the results are expressed as dry matter in Mg ha-1.

Important Note: Users of this dataset should keep in mind that the map is a continental-scale dataset, generated using a combination of different remote sensing data types, with a single method for the whole study area produced in 2017. Users, therefore, should understand that accuracy may vary for different regions and vegetation types.

The Case Study - Guinea

Mapping and understanding the spatial distribution of AGB is key to understanding carbon dioxide emissions from tropical deforestation through the loss of woody carbon stocks. The resulting carbon fluxes from these land-use changes and vegetation degradation can have negative impacts on the global carbon cycle. Change analysis between AGB maps overtime can display losses in high biomass forests, due to suspected deforestation and forest degredation.

The forests of southern Guinea are reported to have some of the highest density AGB of any forest in the world and are one of the most threatened ecoregions in Africa. Importantly, this area was also the epicenter of the 2014 Ebola outbreak, which had a lasting impact on the region. There is more and more evidence that human deforestation activities in this area may have accelerated the spread of the deadly virus as a result of increasing human-bat interactions in the region.

In this example we explore the NCEO AGB dataset for 2017, running zonal statistics at the district (administrative 2) level to understand those areas in Guinea that need greatest prioritization for protection and conservation.

Setting up the Environment

To run zonal statistics we’ll need to import a python package called rasterstats into our environment. You can uncomment the following line for installation. This cell needs only needs to be run once.

!pip install rasterstats --quiet

Querying the STAC API

from pystac_client import Client

# Provide STAC API endpoint
STAC_API_URL = "https://openveda.cloud/api/stac/"

# Declare collection of interest - NCEO Biomass
collection = "nceo_africa_2017"

Now let’s check how many total items are available.

search = Client.open(STAC_API_URL).search(collections=[collection])
items = list(search.items())
print(f"Found {len(items)} items")

Found 1 items

This makes sense as there is only one item available: a map for 2017.

# Explore the "cog_default" asset of one item to see what it contains
items[0].assets["cog_default"].to_dict()

{'href': 's3://nasa-maap-data-store/file-staging/nasa-map/nceo-africa-2017/AGB_map_2017v0m_COG.tif',
 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',
 'title': 'Default COG Layer',
 'description': 'Cloud optimized default layer to display on map',
 'raster:bands': [{'scale': 1,
   'nodata': 'inf',
   'offset': 0,
   'sampling': 'area',
   'data_type': 'uint16',
   'histogram': {'max': 429,
    'min': 0,
    'count': 11,
    'buckets': [405348,
     44948,
     18365,
     6377,
     3675,
     3388,
     3785,
     9453,
     13108,
     1186]},
   'statistics': {'mean': 37.58407913145342,
    'stddev': 81.36678677343947,
    'maximum': 429,
    'minimum': 0,
    'valid_percent': 50.42436439336373}}],
 'roles': ['data', 'layer']}

Explore through the item’s assets. We can see from the data’s statistics values that the min and max values for the observed values range from 0 to 429 Mg ha-1.

Reading and accessing the data

Now that we’ve explored the dataset through the STAC API, let’s read and access the dataset itself.

import stackstac
import rioxarray


da = stackstac.stack(items[0])
da

/srv/conda/envs/notebook/lib/python3.11/site-packages/stackstac/prepare.py:408: UserWarning: The argument 'infer_datetime_format' is deprecated and will be removed in a future version. A strict version of it is now the default, see https://pandas.pydata.org/pdeps/0004-consistent-to-datetime-parsing.html. You can safely remove this argument.
  times = pd.to_datetime(

<xarray.DataArray 'stackstac-52df0ce77b6e6dbb5f28f680fe94f581' (time: 1,
                                                                band: 1,
                                                                y: 81025,
                                                                x: 78078)> Size: 51GB
dask.array<fetch_raster_window, shape=(1, 1, 81025, 78078), dtype=float64, chunksize=(1, 1, 1024, 1024), chunktype=numpy.ndarray>
Coordinates: (12/16)
  * time            (time) datetime64[ns] 8B NaT
    id              (time) <U19 76B 'AGB_map_2017v0m_COG'
  * band            (band) <U11 44B 'cog_default'
  * x               (x) float64 625kB -18.27 -18.27 -18.27 ... 51.86 51.86 51.86
  * y               (y) float64 648kB 37.73 37.73 37.73 ... -35.05 -35.05 -35.05
    proj:bbox       object 8B {-35.054059016911935, 51.86423292864056, 37.731...
    ...              ...
    proj:shape      object 8B {81024, 78077}
    start_datetime  <U25 100B '2017-01-01T00:00:00+00:00'
    raster:bands    object 8B {'scale': 1, 'nodata': 'inf', 'offset': 0, 'sam...
    title           <U17 68B 'Default COG Layer'
    description     <U47 188B 'Cloud optimized default layer to display on map'
    epsg            int64 8B 4326
Attributes:
    spec:        RasterSpec(epsg=4326, bounds=(-18.274427824843425, -35.05405...
    crs:         epsg:4326
    transform:   | 0.00, 0.00,-18.27|\n| 0.00,-0.00, 37.73|\n| 0.00, 0.00, 1.00|
    resolution:  0.0008983152841195214

xarray.DataArray

'stackstac-52df0ce77b6e6dbb5f28f680fe94f581'

• time: 1
• band: 1
• y: 81025
• x: 78078

• dask.array<chunksize=(1, 1, 1024, 1024), meta=np.ndarray>

  Array Chunk Bytes 47.13 GiB 8.00 MiB Shape (1, 1, 81025, 78078) (1, 1, 1024, 1024) Dask graph 6160 chunks in 3 graph layers Data type float64 numpy.ndarray

• Coordinates: (16)
  • time
    (time)
    datetime64[ns]
    NaT

    array(['NaT'], dtype='datetime64[ns]')

  • id
    (time)
    <U19
    'AGB_map_2017v0m_COG'

    array(['AGB_map_2017v0m_COG'], dtype='<U19')

  • band
    (band)
    <U11
    'cog_default'

    array(['cog_default'], dtype='<U11')

  • x
    (x)
    float64
    -18.27 -18.27 ... 51.86 51.86

    array([-18.274428, -18.27353 , -18.272631, ...,  51.861538,  51.862436,
            51.863335])

  • y
    (y)
    float64
    37.73 37.73 37.73 ... -35.05 -35.05

    array([ 37.731937,  37.731039,  37.73014 , ..., -35.051364, -35.052262,
           -35.053161])

  • proj:bbox
    ()
    object
    {-35.054059016911935, 51.8642329...

    array({-35.054059016911935, 51.86423292864056, 37.73103856358817, -18.273529509559307},
          dtype=object)

  • end_datetime
    ()
    <U25
    '2017-12-31T23:59:59+00:00'

    array('2017-12-31T23:59:59+00:00', dtype='<U25')

  • proj:geometry
    ()
    object
    {'type': 'Polygon', 'coordinates...

    array({'type': 'Polygon', 'coordinates': [[[-18.273529509559307, -35.054059016911935], [51.86423292864056, -35.054059016911935], [51.86423292864056, 37.73103856358817], [-18.273529509559307, 37.73103856358817], [-18.273529509559307, -35.054059016911935]]]},
          dtype=object)

  • proj:transform
    ()
    object
    {0, 1, 37.73103856358817, 0.0008...

    array({0, 1, 37.73103856358817, 0.0008983152841195214, -18.273529509559307, -0.0008983152841195214},
          dtype=object)

  • proj:epsg
    ()
    int64
    4326

    array(4326)

  • proj:shape
    ()
    object
    {81024, 78077}

    array({81024, 78077}, dtype=object)

  • start_datetime
    ()
    <U25
    '2017-01-01T00:00:00+00:00'

    array('2017-01-01T00:00:00+00:00', dtype='<U25')

  • raster:bands
    ()
    object
    {'scale': 1, 'nodata': 'inf', 'o...

    array({'scale': 1, 'nodata': 'inf', 'offset': 0, 'sampling': 'area', 'data_type': 'uint16', 'histogram': {'max': 429, 'min': 0, 'count': 11, 'buckets': [405348, 44948, 18365, 6377, 3675, 3388, 3785, 9453, 13108, 1186]}, 'statistics': {'mean': 37.58407913145342, 'stddev': 81.36678677343947, 'maximum': 429, 'minimum': 0, 'valid_percent': 50.42436439336373}},
          dtype=object)

  • title
    ()
    <U17
    'Default COG Layer'

    array('Default COG Layer', dtype='<U17')

  • description
    ()
    <U47
    'Cloud optimized default layer t...

    array('Cloud optimized default layer to display on map', dtype='<U47')

  • epsg
    ()
    int64
    4326

    array(4326)

• Indexes: (4)
  • time
    PandasIndex

    PandasIndex(DatetimeIndex(['NaT'], dtype='datetime64[ns]', name='time', freq=None))

  • band
    PandasIndex

    PandasIndex(Index(['cog_default'], dtype='object', name='band'))

  • x
    PandasIndex

    PandasIndex(Index([-18.274427824843425, -18.273529509559307, -18.272631194275185,
           -18.271732878991067,  -18.27083456370695, -18.269936248422827,
            -18.26903793313871, -18.268139617854587,  -18.26724130257047,
            -18.26634298728635,
           ...
            51.855249775799365,   51.85614809108348,    51.8570464063676,
             51.85794472165172,   51.85884303693584,  51.859741352219956,
            51.860639667504074,   51.86153798278819,  51.862436298072325,
             51.86333461335644],
          dtype='float64', name='x', length=78078))

  • y
    PandasIndex

    PandasIndex(Index([  37.73193687887226,   37.73103856358814,  37.730140248304025,
              37.7292419330199,   37.72834361773578,   37.72744530245166,
            37.726546987167545,   37.72564867188343,   37.72475035659931,
             37.72385204131518,
           ...
            -35.04507586407077, -35.045974179354886, -35.046872494639004,
            -35.04777080992312,  -35.04866912520724,  -35.04956744049136,
            -35.05046575577549,  -35.05136407105961,  -35.05226238634373,
           -35.053160701627846],
          dtype='float64', name='y', length=81025))

• Attributes: (4)

  spec :

  RasterSpec(epsg=4326, bounds=(-18.274427824843425, -35.054059016911964, 51.86423292864057, 37.73193687887226), resolutions_xy=(0.0008983152841195214, 0.0008983152841195214))

  crs :

  epsg:4326

  transform :

  | 0.00, 0.00,-18.27| | 0.00,-0.00, 37.73| | 0.00, 0.00, 1.00|

  resolution :

  0.0008983152841195214

In this example, we’ll explore the data contained in the NCEO AGB collection and analyze it for each of the districts in Guinea. To do this we will need to import district (administrative level 2) boundary layers from below. We will use the Humanitarian Data Exchange (HDX) site to retrieve subnational administrative boundaries for Guinea. Specifically, we will use the geoBoundaries-GIN-ADM2_simplified.geojson which can be accessed here and read them in directly using geopandas.

import geopandas as gpd

admin2_gdf = gpd.read_file(
    "https://raw.githubusercontent.com/wmgeolab/geoBoundaries/0f0b6f5fb638e7faf115f876da4e77d8f7fa319f/releaseData/gbOpen/GIN/ADM2/geoBoundaries-GIN-ADM2_simplified.geojson"
)

# check the CRS
print(admin2_gdf.crs)

EPSG:4326

Now we can use the bounds of the admin boundaries to clip the data to a box containing Guinea.

subset = da.rio.clip_box(*admin2_gdf.total_bounds)

# select the band of interest, as there is only one in this dataset we'll select the default
data_band = subset.sel(band="cog_default")
data_band

<xarray.DataArray 'stackstac-52df0ce77b6e6dbb5f28f680fe94f581' (time: 1,
                                                                y: 6104, x: 8289)> Size: 405MB
dask.array<getitem, shape=(1, 6104, 8289), dtype=float64, chunksize=(1, 1024, 1024), chunktype=numpy.ndarray>
Coordinates: (12/17)
  * time            (time) datetime64[ns] 8B NaT
    id              (time) <U19 76B 'AGB_map_2017v0m_COG'
    band            <U11 44B 'cog_default'
  * x               (x) float64 66kB -15.09 -15.09 -15.08 ... -7.642 -7.641
  * y               (y) float64 49kB 12.68 12.68 12.67 ... 7.196 7.195 7.194
    proj:bbox       object 8B {37.73103856358817, 51.86423292864056, -35.0540...
    ...              ...
    start_datetime  <U25 100B '2017-01-01T00:00:00+00:00'
    raster:bands    object 8B {'scale': 1, 'nodata': 'inf', 'offset': 0, 'sam...
    title           <U17 68B 'Default COG Layer'
    description     <U47 188B 'Cloud optimized default layer to display on map'
    epsg            int64 8B 4326
    spatial_ref     int64 8B 0
Attributes:
    spec:        RasterSpec(epsg=4326, bounds=(-18.274427824843425, -35.05405...
    resolution:  0.0008983152841195214

xarray.DataArray

'stackstac-52df0ce77b6e6dbb5f28f680fe94f581'

• time: 1
• y: 6104
• x: 8289

• dask.array<chunksize=(1, 780, 547), meta=np.ndarray>

  Array Chunk Bytes 386.02 MiB 8.00 MiB Shape (1, 6104, 8289) (1, 1024, 1024) Dask graph 63 chunks in 5 graph layers Data type float64 numpy.ndarray

• Coordinates: (17)
  • time
    (time)
    datetime64[ns]
    NaT

    array(['NaT'], dtype='datetime64[ns]')

  • id
    (time)
    <U19
    'AGB_map_2017v0m_COG'

    array(['AGB_map_2017v0m_COG'], dtype='<U19')

  • band
    ()
    <U11
    'cog_default'

    array('cog_default', dtype='<U11')

  • x
    (x)
    float64
    -15.09 -15.09 ... -7.642 -7.641

    axis :

    X

    long_name :

    longitude

    standard_name :

    longitude

    units :

    degrees_east

    array([-15.086307, -15.085409, -15.08451 , ...,  -7.642866,  -7.641968,
            -7.64107 ])

  • y
    (y)
    float64
    12.68 12.68 12.67 ... 7.195 7.194

    axis :

    Y

    long_name :

    latitude

    standard_name :

    latitude

    units :

    degrees_north

    array([12.676127, 12.675229, 12.67433 , ...,  7.195505,  7.194607,  7.193709])

  • proj:bbox
    ()
    object
    {37.73103856358817, 51.864232928...

    array({37.73103856358817, 51.86423292864056, -35.054059016911935, -18.273529509559307},
          dtype=object)

  • end_datetime
    ()
    <U25
    '2017-12-31T23:59:59+00:00'

    array('2017-12-31T23:59:59+00:00', dtype='<U25')

  • proj:geometry
    ()
    object
    {'type': 'Polygon', 'coordinates...

    array({'type': 'Polygon', 'coordinates': [[[-18.273529509559307, -35.054059016911935], [51.86423292864056, -35.054059016911935], [51.86423292864056, 37.73103856358817], [-18.273529509559307, 37.73103856358817], [-18.273529509559307, -35.054059016911935]]]},
          dtype=object)

  • proj:transform
    ()
    object
    {0, 1, 37.73103856358817, 0.0008...

    array({0, 1, 37.73103856358817, 0.0008983152841195214, -18.273529509559307, -0.0008983152841195214},
          dtype=object)

  • proj:epsg
    ()
    int64
    4326

    array(4326)

  • proj:shape
    ()
    object
    {81024, 78077}

    array({81024, 78077}, dtype=object)

  • start_datetime
    ()
    <U25
    '2017-01-01T00:00:00+00:00'

    array('2017-01-01T00:00:00+00:00', dtype='<U25')

  • raster:bands
    ()
    object
    {'scale': 1, 'nodata': 'inf', 'o...

    array({'scale': 1, 'nodata': 'inf', 'offset': 0, 'sampling': 'area', 'data_type': 'uint16', 'histogram': {'max': 429, 'min': 0, 'count': 11, 'buckets': [405348, 44948, 18365, 6377, 3675, 3388, 3785, 9453, 13108, 1186]}, 'statistics': {'mean': 37.58407913145342, 'stddev': 81.36678677343947, 'maximum': 429, 'minimum': 0, 'valid_percent': 50.42436439336373}},
          dtype=object)

  • title
    ()
    <U17
    'Default COG Layer'

    array('Default COG Layer', dtype='<U17')

  • description
    ()
    <U47
    'Cloud optimized default layer t...

    array('Cloud optimized default layer to display on map', dtype='<U47')

  • epsg
    ()
    int64
    4326

    array(4326)

  • spatial_ref
    ()
    int64
    0

    crs_wkt :

    GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AXIS["Latitude",NORTH],AXIS["Longitude",EAST],AUTHORITY["EPSG","4326"]]

    semi_major_axis :

    6378137.0

    semi_minor_axis :

    6356752.314245179

    inverse_flattening :

    298.257223563

    reference_ellipsoid_name :

    WGS 84

    longitude_of_prime_meridian :

    0.0

    prime_meridian_name :

    Greenwich

    geographic_crs_name :

    WGS 84

    horizontal_datum_name :

    World Geodetic System 1984

    grid_mapping_name :

    latitude_longitude

    spatial_ref :

    GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AXIS["Latitude",NORTH],AXIS["Longitude",EAST],AUTHORITY["EPSG","4326"]]

    GeoTransform :

    -15.086756039145303 0.0008983152841195213 0.0 12.676576131852627 0.0 -0.000898315284119521

    array(0)

• Indexes: (3)
  • time
    PandasIndex

    PandasIndex(DatetimeIndex(['NaT'], dtype='datetime64[ns]', name='time', freq=None))

  • x
    PandasIndex

    PandasIndex(Index([-15.086306881503244, -15.085408566219124, -15.084510250935004,
           -15.083611935650886, -15.082713620366766, -15.081815305082646,
           -15.080916989798526, -15.080018674514406, -15.079120359230288,
           -15.078222043946168,
           ...
            -7.649154644277727,  -7.648256328993607,  -7.647358013709487,
            -7.646459698425367,  -7.645561383141249,  -7.644663067857129,
            -7.643764752573009,  -7.642866437288889,  -7.641968122004771,
            -7.641069806720651],
          dtype='float64', name='x', length=8289))

  • y
    PandasIndex

    PandasIndex(Index([12.676126974210568,  12.67522865892645, 12.674330343642332,
            12.67343202835821, 12.672533713074092, 12.671635397789974,
           12.670737082505852, 12.669838767221734, 12.668940451937612,
           12.668042136653494,
           ...
            7.201793632786206,  7.200895317502088,  7.199997002217966,
            7.199098686933848,   7.19820037164973,  7.197302056365608,
             7.19640374108149,  7.195505425797368,   7.19460711051325,
            7.193708795229131],
          dtype='float64', name='y', length=6104))

• Attributes: (2)

  spec :

  RasterSpec(epsg=4326, bounds=(-18.274427824843425, -35.054059016911964, 51.86423292864057, 37.73193687887226), resolutions_xy=(0.0008983152841195214, 0.0008983152841195214))

  resolution :

  0.0008983152841195214

import hvplot.xarray

biomass = data_band.squeeze()
biomass

biomass.hvplot(
    x="x",
    y="y",
    coastline=True,
    rasterize=True,
    cmap="viridis",
    widget_location="bottom",
    frame_width=600,
)

Zonal Statistics

This map we created above is great, but let’s focus on which districts (administrative level 2 boundaries) should be prioritized for forest conservation.

Zonal statistics is an operation that calculates statistics on the cell values of a raster layer (e.g., the NCEO AGB dataset) within the zones (i.e., polygons) of another dataset. It is an analytical tool that can calculate the mean, median, sum, minimum, maximum, or range in each zone. The zonal extent, often polygons, can be in the form of objects like administrative boundaries, water catchment areas, or field boundaries.

import pandas as pd
from rasterstats import zonal_stats


admin2_biomass = pd.DataFrame(
    zonal_stats(
        admin2_gdf,
        biomass.values,
        affine=biomass.rio.transform(),
        nodata=biomass.rio.nodata,
        band=1,
    ),
    index=admin2_gdf.index,
)
admin2_biomass

/srv/conda/envs/notebook/lib/python3.11/site-packages/rasterstats/io.py:328: NodataWarning: Setting nodata to -999; specify nodata explicitly
  warnings.warn(

	min	max	mean	count
0	0.0	565.0	51.445738	1276378
1	0.0	546.0	46.846892	527269
2	0.0	513.0	48.862863	1107831
3	0.0	345.0	31.315987	41660
4	0.0	494.0	47.809879	116515
5	0.0	422.0	57.583787	530195
6	0.0	548.0	48.555337	317191
7	0.0	438.0	43.717062	1176897
8	0.0	448.0	44.744092	403399
9	0.0	533.0	78.724252	1315404
10	0.0	422.0	46.973538	426420
11	0.0	452.0	50.016374	161593
12	0.0	483.0	52.088640	1145951
13	0.0	563.0	89.595375	429232
14	0.0	503.0	51.326848	1769560
15	0.0	558.0	65.559085	955743
16	0.0	486.0	48.230132	897380
17	0.0	590.0	90.110284	630818
18	0.0	413.0	47.668705	364092
19	0.0	339.0	37.304653	544541
20	0.0	501.0	57.187525	1614332
21	0.0	470.0	46.776737	216368
22	0.0	469.0	57.435206	278955
23	0.0	592.0	71.918267	461576
24	0.0	623.0	123.937151	814877
25	0.0	451.0	45.058698	859223
26	0.0	564.0	74.196642	1042860
27	0.0	406.0	33.353046	1191380
28	0.0	592.0	86.547049	413435
29	0.0	560.0	57.591189	460766
30	0.0	392.0	29.201285	1813376
31	0.0	554.0	57.991285	771431
32	0.0	389.0	49.663329	615108
33	0.0	588.0	131.323274	326021

Now we’ll join the administrative level 2 boundaries to the zonal statistics results, so that we can map the districts on a choropleth map.

concat_df = admin2_gdf.join(admin2_biomass)
concat_df

	OBJECTID	ISO Code	shapeName	Level	shapeID	shapeGroup	shapeType	geometry	min	max	mean	count
0	1	GN-BE	Beyla	ADM2	GIN-ADM2-49546643B63767081	GIN	ADM2	POLYGON ((-8.24559 8.44255, -8.24158 8.45044, ...	0.0	565.0	51.445738	1276378
1	2	GN-BF	Boffa	ADM2	GIN-ADM2-49546643B69790359	GIN	ADM2	MULTIPOLYGON (((-13.77147 9.84445, -13.76994 9...	0.0	546.0	46.846892	527269
2	3	GN-BK	Boke	ADM2	GIN-ADM2-49546643B67680147	GIN	ADM2	MULTIPOLYGON (((-14.57512 10.76872, -14.57633 ...	0.0	513.0	48.862863	1107831
3	4	GN-C	Conakry	ADM2	GIN-ADM2-49546643B26553537	GIN	ADM2	MULTIPOLYGON (((-13.78686 9.46592, -13.79013 9...	0.0	345.0	31.315987	41660
4	5	GN-CO	Coyah	ADM2	GIN-ADM2-49546643B29309121	GIN	ADM2	POLYGON ((-13.49399 9.53945, -13.48050 9.55304...	0.0	494.0	47.809879	116515
5	6	GN-DB	Dabola	ADM2	GIN-ADM2-49546643B70320134	GIN	ADM2	POLYGON ((-10.46739 10.53598, -10.46752 10.545...	0.0	422.0	57.583787	530195
6	7	GN-DL	Dalaba	ADM2	GIN-ADM2-49546643B47404564	GIN	ADM2	POLYGON ((-12.01167 11.29091, -12.03171 11.288...	0.0	548.0	48.555337	317191
7	8	GN-DI	Dinguiraye	ADM2	GIN-ADM2-49546643B47728803	GIN	ADM2	POLYGON ((-10.72063 11.13326, -10.72092 11.144...	0.0	438.0	43.717062	1176897
8	9	GN-DU	Dubreka	ADM2	GIN-ADM2-49546643B78750611	GIN	ADM2	MULTIPOLYGON (((-13.76504 9.82404, -13.75194 9...	0.0	448.0	44.744092	403399
9	10	GN-FA	Faranah	ADM2	GIN-ADM2-49546643B99428691	GIN	ADM2	POLYGON ((-11.38731 10.39356, -11.38273 10.350...	0.0	533.0	78.724252	1315404
10	11	GN-FO	Forecariah	ADM2	GIN-ADM2-49546643B32851960	GIN	ADM2	MULTIPOLYGON (((-13.32015 9.14776, -13.32062 9...	0.0	422.0	46.973538	426420
11	12	GN-FR	Fria	ADM2	GIN-ADM2-49546643B75641357	GIN	ADM2	POLYGON ((-13.76799 10.27884, -13.73119 10.276...	0.0	452.0	50.016374	161593
12	13	GN-GA	Gaoual	ADM2	GIN-ADM2-49546643B44796554	GIN	ADM2	POLYGON ((-13.84293 11.29667, -13.83242 11.291...	0.0	483.0	52.088640	1145951
13	14	GN-GU	Gueckedou	ADM2	GIN-ADM2-49546643B59147082	GIN	ADM2	POLYGON ((-10.59971 9.05848, -10.59402 9.05494...	0.0	563.0	89.595375	429232
14	15	GN-KA	Kankan	ADM2	GIN-ADM2-49546643B19447005	GIN	ADM2	POLYGON ((-8.14727 9.58395, -8.15293 9.58911, ...	0.0	503.0	51.326848	1769560
15	16	GN-KE	Kerouane	ADM2	GIN-ADM2-49546643B28981869	GIN	ADM2	POLYGON ((-8.61661 9.50260, -8.60868 9.51354, ...	0.0	558.0	65.559085	955743
16	17	GN-KD	Kindia	ADM2	GIN-ADM2-49546643B38105311	GIN	ADM2	POLYGON ((-13.11475 9.58669, -13.10890 9.58190...	0.0	486.0	48.230132	897380
17	18	GN-KS	Kissidougou	ADM2	GIN-ADM2-49546643B39508892	GIN	ADM2	POLYGON ((-10.45426 9.10945, -10.45334 9.08925...	0.0	590.0	90.110284	630818
18	19	GN-KB	Koubia	ADM2	GIN-ADM2-49546643B329053	GIN	ADM2	POLYGON ((-11.30453 12.01713, -11.31240 12.021...	0.0	413.0	47.668705	364092
19	20	GN-KN	Koundara	ADM2	GIN-ADM2-49546643B74925550	GIN	ADM2	POLYGON ((-12.82676 12.14425, -12.76880 12.221...	0.0	339.0	37.304653	544541
20	21	GN-KO	Kouroussa	ADM2	GIN-ADM2-49546643B81289084	GIN	ADM2	POLYGON ((-10.46739 10.53598, -10.46733 10.531...	0.0	501.0	57.187525	1614332
21	22	GN-LA	Labe	ADM2	GIN-ADM2-49546643B47788034	GIN	ADM2	POLYGON ((-12.01167 11.29091, -11.98685 11.320...	0.0	470.0	46.776737	216368
22	23	GN-LE	Lelouma	ADM2	GIN-ADM2-49546643B80531036	GIN	ADM2	POLYGON ((-12.99636 11.18952, -12.98648 11.187...	0.0	469.0	57.435206	278955
23	24	GN-LO	Lola	ADM2	GIN-ADM2-49546643B51651521	GIN	ADM2	POLYGON ((-8.46455 8.27185, -8.44429 8.25379, ...	0.0	592.0	71.918267	461576
24	25	GN-MC	Macenta	ADM2	GIN-ADM2-49546643B91718973	GIN	ADM2	POLYGON ((-8.95774 8.77472, -9.01024 8.79308, ...	0.0	623.0	123.937151	814877
25	26	GN-ML	Mali	ADM2	GIN-ADM2-49546643B68291102	GIN	ADM2	POLYGON ((-12.76304 11.85482, -12.74823 11.857...	0.0	451.0	45.058698	859223
26	27	GN-MM	Mamou	ADM2	GIN-ADM2-49546643B49157402	GIN	ADM2	POLYGON ((-11.15547 11.05524, -11.13717 11.074...	0.0	564.0	74.196642	1042860
27	28	GN-MD	Mandiana	ADM2	GIN-ADM2-49546643B49348937	GIN	ADM2	POLYGON ((-8.13614 10.00000, -8.13498 10.00774...	0.0	406.0	33.353046	1191380
28	29	GN-NZ	Nzerekore	ADM2	GIN-ADM2-49546643B97455025	GIN	ADM2	POLYGON ((-8.93454 8.25441, -8.93687 8.25503, ...	0.0	592.0	86.547049	413435
29	30	GN-PI	Pita	ADM2	GIN-ADM2-49546643B22597757	GIN	ADM2	POLYGON ((-12.20899 11.16225, -12.21822 11.152...	0.0	560.0	57.591189	460766
30	31	GN-SI	Siguiri	ADM2	GIN-ADM2-49546643B98837050	GIN	ADM2	POLYGON ((-10.00475 11.40696, -10.00285 11.401...	0.0	392.0	29.201285	1813376
31	32	GN-TE	Telimele	ADM2	GIN-ADM2-49546643B10795278	GIN	ADM2	POLYGON ((-13.65247 10.66825, -13.59967 10.711...	0.0	554.0	57.991285	771431
32	33	GN-TO	Tougue	ADM2	GIN-ADM2-49546643B67909893	GIN	ADM2	POLYGON ((-11.74293 10.98745, -11.70851 11.019...	0.0	389.0	49.663329	615108
33	34	GN-YO	Yomou	ADM2	GIN-ADM2-49546643B32761429	GIN	ADM2	POLYGON ((-9.34981 7.75681, -9.34896 7.75350, ...	0.0	588.0	131.323274	326021

By sorting the results, we can identify those top districts with the highest mean AGB.

concat_df_sorted = concat_df.sort_values(by="mean", ascending=False)
concat_df_sorted.head()

	OBJECTID	ISO Code	shapeName	Level	shapeID	shapeGroup	shapeType	geometry	min	max	mean	count
33	34	GN-YO	Yomou	ADM2	GIN-ADM2-49546643B32761429	GIN	ADM2	POLYGON ((-9.34981 7.75681, -9.34896 7.75350, ...	0.0	588.0	131.323274	326021
24	25	GN-MC	Macenta	ADM2	GIN-ADM2-49546643B91718973	GIN	ADM2	POLYGON ((-8.95774 8.77472, -9.01024 8.79308, ...	0.0	623.0	123.937151	814877
17	18	GN-KS	Kissidougou	ADM2	GIN-ADM2-49546643B39508892	GIN	ADM2	POLYGON ((-10.45426 9.10945, -10.45334 9.08925...	0.0	590.0	90.110284	630818
13	14	GN-GU	Gueckedou	ADM2	GIN-ADM2-49546643B59147082	GIN	ADM2	POLYGON ((-10.59971 9.05848, -10.59402 9.05494...	0.0	563.0	89.595375	429232
28	29	GN-NZ	Nzerekore	ADM2	GIN-ADM2-49546643B97455025	GIN	ADM2	POLYGON ((-8.93454 8.25441, -8.93687 8.25503, ...	0.0	592.0	86.547049	413435

Visualizing the results with a choropleth map

Now, let’s visualize the results!

import hvplot.pandas

# renaming the shapeName to District for improved legend
concat_df.rename(columns={"shapeName": "District"}, inplace=True)

agb = concat_df.hvplot(
    c="mean",
    width=900,
    height=500,
    geo=True,
    hover_cols=["mean", "District"],
    cmap="viridis",
    hover_fill_color="white",
    line_width=1,
    title="Mean Aboveground Woody Biomass per Guinean District (Mg ha-1)",
    tiles="CartoLight",
)

agb

By hovering over the map, we can identify the names and mean AGB per district.

Summary

In this case study we have successfully performed zonal statistics on the NCEO AGB dataset in Guinea and displayed the results on a choropleth map. The results of this analysis can dispaly those districts which contain the greatest average amount of AGB and should be prioritized for forest protection efforts.