Practical Workflows

Shared grids across datasets, polygon generation, resolution selection, and GIS export.

One Grid, Many Datasets

Define a grid once, reuse it everywhere. Same grid object = guaranteed spatial alignment across datasets.

The Problem

You often have:

You want to:

The Solution: Shared Grid Objects

# Step 1: Define the grid once
# This is your shared spatial reference system
grid <- hex_grid(area_km2 = 5000)
print(grid)
#> HexGridInfo Specification
#> -------------------------
#> Aperture:    3
#> Resolution:  8
#> Area:        7773.97 km^2
#> Diagonal:    94.74 km
#> CRS:         EPSG:4326
#> Total Cells: 65612

# Step 2: Create multiple datasets with different structures
set.seed(123)

# Dataset 1: Bird observations (note different column names)
bird_obs <- data.frame(
  species = sample(c("Passer domesticus", "Turdus merula", "Parus major"), 50, replace = TRUE),
  longitude = runif(50, -10, 30),
  latitude = runif(50, 35, 60)
)

# Dataset 2: Mammal records
mammal_obs <- data.frame(
  species = sample(c("Vulpes vulpes", "Meles meles", "Sciurus vulgaris"), 40, replace = TRUE),
  lon = runif(40, -10, 30),
  lat = runif(40, 35, 60)
)

# Dataset 3: Climate stations
climate_data <- data.frame(
  station_id = paste0("WS", 1:20),
  x = runif(20, -10, 30),
  y = runif(20, 35, 60),
  temp_c = rnorm(20, 12, 5)
)

# Step 3: Attach all datasets to the SAME grid
birds <- hexify(bird_obs, lon = "longitude", lat = "latitude", grid = grid)
mammals <- hexify(mammal_obs, lon = "lon", lat = "lat", grid = grid)
climate <- hexify(climate_data, lon = "x", lat = "y", grid = grid)

cat("Birds:  ", nrow(as.data.frame(birds)), "observations in", n_cells(birds), "cells\n")
#> Birds:   50 observations in 48 cells
cat("Mammals:", nrow(as.data.frame(mammals)), "observations in", n_cells(mammals), "cells\n")
#> Mammals: 40 observations in 38 cells
cat("Climate:", nrow(as.data.frame(climate)), "stations in", n_cells(climate), "cells\n")
#> Climate: 20 stations in 20 cells

Combining at the Cell Level

Once data are hexified, longitude/latitude no longer matter for analysis. The cell_id becomes the shared spatial key:

# Extract data frames with cell IDs
birds_df <- as.data.frame(birds)
birds_df$cell_id <- birds@cell_id

mammals_df <- as.data.frame(mammals)
mammals_df$cell_id <- mammals@cell_id

climate_df <- as.data.frame(climate)
climate_df$cell_id <- climate@cell_id

# Aggregate each dataset by cell
bird_richness <- aggregate(
  species ~ cell_id,
  data = birds_df,
  FUN = function(x) length(unique(x))
)
names(bird_richness)[2] <- "bird_species"

mammal_richness <- aggregate(
  species ~ cell_id,
  data = mammals_df,
  FUN = function(x) length(unique(x))
)
names(mammal_richness)[2] <- "mammal_species"

mean_temp <- aggregate(
  temp_c ~ cell_id,
  data = climate_df,
  FUN = mean
)
names(mean_temp)[2] <- "mean_temp"

# Join datasets by cell_id - guaranteed to align because same grid
combined <- merge(bird_richness, mammal_richness, by = "cell_id", all = TRUE)
combined <- merge(combined, mean_temp, by = "cell_id", all = TRUE)

head(combined)
#>   cell_id bird_species mammal_species mean_temp
#> 1    6634           NA              1  12.18894
#> 2    6635            1             NA        NA
#> 3    6716           NA              1        NA
#> 4    6718            1             NA        NA
#> 5    6800           NA              1        NA
#> 6    6882           NA              1        NA

Grid Generation

hexify provides functions to generate grid polygons over regions for visualization and analysis.

Grid Over a Rectangular Region

# Create grid specification
grid <- hex_grid(area_km2 = 5000)

# Generate hexagons over Western Europe
europe_hexes <- grid_rect(c(-10, 35, 25, 60), grid)

# Get European countries for context
europe <- hexify_world[hexify_world$continent == "Europe", ]

ggplot() +
  geom_sf(data = europe, fill = "gray95", color = "gray60") +
  geom_sf(data = europe_hexes, fill = NA, color = "steelblue", linewidth = 0.4) +
  coord_sf(xlim = c(-10, 25), ylim = c(35, 60)) +
  labs(title = sprintf("Hexagonal Grid (~%.0f km² cells)", grid@area_km2)) +
  theme_minimal(base_size = FIG_BASE_SIZE)

Grid Over a Polygon (Shapefile)

Clip a grid to any sf polygon boundary:

# Get France boundary
france <- hexify_world[hexify_world$name == "France", ]

# Generate grid covering mainland France
grid <- hex_grid(area_km2 = 2000)
france_grid <- grid_rect(c(-5, 41, 10, 52), grid)

# Clip grid to France boundary
france_grid_clipped <- st_intersection(france_grid, st_geometry(france))
#> Warning: attribute variables are assumed to be spatially constant throughout
#> all geometries

ggplot() +
  geom_sf(data = france, fill = "gray95", color = "gray40", linewidth = 0.5) +
  geom_sf(data = france_grid_clipped, fill = alpha("steelblue", 0.3),
          color = "steelblue", linewidth = 0.3) +
  coord_sf(xlim = c(-5, 10), ylim = c(41, 52)) +
  labs(title = "Hexagonal Grid Clipped to France",
       subtitle = sprintf("~%.0f km² cells", grid@area_km2)) +
  theme_minimal(base_size = FIG_BASE_SIZE)

Global Grid

# Coarse global grid (be careful with fine grids - many cells!)
grid <- hex_grid(area_km2 = 500000)
global_hexes <- grid_global(grid)

ggplot() +
  geom_sf(data = hexify_world, fill = "gray90", color = "gray70", linewidth = 0.2) +
  geom_sf(data = global_hexes, fill = NA, color = "darkgreen", linewidth = 0.3) +
  labs(title = sprintf("Global Hexagonal Grid (~%.0f km² cells)", grid@area_km2)) +
  theme_minimal(base_size = FIG_BASE_SIZE) +
  theme(axis.text = element_blank(), axis.ticks = element_blank())

Multi-Resolution Analysis

Analyze data at multiple spatial scales using different target areas.

# Sample data
set.seed(42)
observations <- data.frame(
  species = sample(c("Species A", "Species B", "Species C"), 100, replace = TRUE),
  lon = runif(100, -10, 30),
  lat = runif(100, 35, 60)
)

# Fine resolution (~1000 km² cells)
grid_fine <- hex_grid(area_km2 = 1000)
obs_fine <- hexify(observations, lon = "lon", lat = "lat", grid = grid_fine)

# Coarse resolution (~10000 km² cells)
grid_coarse <- hex_grid(area_km2 = 10000)
obs_coarse <- hexify(observations, lon = "lon", lat = "lat", grid = grid_coarse)

cat(sprintf("Fine resolution: %d unique cells (area: %.1f km²)\n",
            n_cells(obs_fine), grid_fine@area_km2))
#> Fine resolution: 98 unique cells (area: 863.8 km²)
cat(sprintf("Coarse resolution: %d unique cells (area: %.1f km²)\n",
            n_cells(obs_coarse), grid_coarse@area_km2))
#> Coarse resolution: 93 unique cells (area: 7774.0 km²)

Scale-Dependent Patterns

# Extract data with cell IDs
fine_df <- as.data.frame(obs_fine)
fine_df$cell_id <- obs_fine@cell_id

coarse_df <- as.data.frame(obs_coarse)
coarse_df$cell_id <- obs_coarse@cell_id

# Species richness at each scale
richness_fine <- aggregate(species ~ cell_id, data = fine_df,
                           FUN = function(x) length(unique(x)))
richness_coarse <- aggregate(species ~ cell_id, data = coarse_df,
                             FUN = function(x) length(unique(x)))

cat(sprintf("Fine scale: mean %.2f species per cell\n", mean(richness_fine$species)))
#> Fine scale: mean 1.01 species per cell
cat(sprintf("Coarse scale: mean %.2f species per cell\n", mean(richness_coarse$species)))
#> Coarse scale: mean 1.06 species per cell

Spatial Joins

Join datasets based on shared grid cells rather than proximity.

# Dataset 1: Weather stations
stations <- data.frame(
  station_id = paste0("ST", 1:50),
  lon = runif(50, -10, 30),
  lat = runif(50, 35, 60),
  temperature = rnorm(50, 15, 5)
)

# Dataset 2: Cities
cities <- data.frame(
  city = c("Vienna", "Paris", "London", "Berlin", "Rome",
           "Madrid", "Prague", "Warsaw", "Budapest", "Amsterdam"),
  lon = c(16.37, 2.35, -0.12, 13.40, 12.50,
          -3.70, 14.42, 21.01, 19.04, 4.90),
  lat = c(48.21, 48.86, 51.51, 52.52, 41.90,
          40.42, 50.08, 52.23, 47.50, 52.37)
)

# Use a coarse grid for joining disparate points
grid <- hex_grid(area_km2 = 50000)

# Hexify both datasets with the same grid
stations_hex <- hexify(stations, lon = "lon", lat = "lat", grid = grid)
cities_hex <- hexify(cities, lon = "lon", lat = "lat", grid = grid)

# Extract with cell IDs
stations_df <- as.data.frame(stations_hex)
stations_df$cell_id <- stations_hex@cell_id

cities_df <- as.data.frame(cities_hex)
cities_df$cell_id <- cities_hex@cell_id

# Join by cell_id
city_weather <- merge(
  cities_df[, c("city", "cell_id")],
  aggregate(temperature ~ cell_id, data = stations_df, FUN = mean),
  by = "cell_id",
  all.x = TRUE
)

city_weather
#>    cell_id      city temperature
#> 1      865    London          NA
#> 2     1478    Madrid          NA
#> 3     1482     Paris          NA
#> 4     1484 Amsterdam          NA
#> 5     1540    Berlin          NA
#> 6     1567    Prague    11.60463
#> 7     1591      Rome          NA
#> 8     1594    Vienna    12.45533
#> 9     1621  Budapest          NA
#> 10    2240    Warsaw     7.30659

Cell-Level Aggregation and Neighbors

hex_summarize() aggregates data per cell without manually splitting and merging, and get_neighbors() finds the ring of cells surrounding a given cell — useful for smoothing, spatial lag features, or checking what surrounds a hotspot.

# Aggregate the station data straight from the HexData object
hex_summarize(stations_hex, mean_temp = mean(temperature), n_stations = length(temperature))
#>    cell_id cell_cen_lon cell_cen_lat cell_area_km2 n_points   mean_temp
#> 1     1486    8.8605921     56.44133      69948.66        1  4.33327138
#> 2     1617   11.2500000     37.27999      69948.66        3 13.86698499
#> 3      756    2.7876081     59.40683      69948.66        1 14.78591715
#> 4     1702   23.6524007     40.11980      69948.66        1 22.07036539
#> 5     1533    0.9055244     38.03217      69948.66        2 15.79263349
#> 6      784    3.8134141     56.73586      69948.66        2 17.33034539
#> 7      891   -6.9845461     48.48206      69948.66        1 19.34760702
#> 8     2240   22.3252813     52.74188      69948.66        1  7.30659018
#> 9     1562    5.9134033     39.97473      69948.66        1 13.69252087
#> 10     836   -8.8840946     52.56766      69948.66        2 19.77801460
#> 11     918   -8.1917714     46.29966      69948.66        1 12.47700445
#> 12    2941   28.7694286     59.95664      69948.66        1 17.23507876
#> 13    2211   21.3956718     48.53188      69948.66        2  8.61959723
#> 14    1756   26.2563977     35.79230      69948.66        1  7.72706532
#> 15    1588    6.1897627     35.80560      69948.66        1 16.79208370
#> 16    1566   13.2634952     47.96291      69948.66        2 14.03583407
#> 17     864   -5.7057188     50.63018      69948.66        1 20.44733536
#> 18     919   -4.3481495     46.43340      69948.66        1  0.09218036
#> 19    2242   18.6865859     56.73586      69948.66        1 23.30899470
#> 20    1589    7.7872318     37.75542      69948.66        1 14.54380966
#> 21    2943   19.7123917     59.40683      69948.66        2 16.62937840
#> 22    2235   29.4014718     42.06641      69948.66        1 18.96105332
#> 23    1564    9.3676906     43.78074      69948.66        1  9.41982974
#> 24    1567   15.4482390     50.29623      69948.66        1 11.60462511
#> 25    1534    2.3674390     40.11958      69948.66        1  6.70912517
#> 26    2267   26.8454720     52.74001      69948.66        1 14.80152001
#> 27    1645   14.7127682     37.75542      69948.66        1 13.94307721
#> 28    1618   13.0258784     39.62728      69948.66        1 10.48546862
#> 29    1619   14.9098954     41.91219      69948.66        1 12.45167799
#> 30    2268   25.3924346     54.80755      69948.66        1  5.79488808
#> 31    1537    7.3499007     46.08969      69948.66        1 10.36833374
#> 32    1560    2.8450855     35.92015      69948.66        1 19.41016981
#> 33    1477   -5.8644255     37.80961      69948.66        1 21.22466440
#> 34    1509    3.4280982     46.36031      69948.66        2 10.81345455
#> 35     809   -6.7691252     55.02709      69948.66        1 18.67035320
#> 36    1594   17.3249995     48.35421      69948.66        1 12.45533116
#> 37    2206   28.3644255     37.80961      69948.66        1 12.86376434
#> 38    1481   -0.4835992     46.44662      69948.66        1 11.88084926
#> 39     946   -5.6635964     44.26334      69948.66        1 15.98975606
#> 40    1538    9.2365048     47.96291      69948.66        1 22.04184729
#> 41    2944   15.3912479     58.91103      69948.66        1 16.88313865
#>    n_stations
#> 1           1
#> 2           3
#> 3           1
#> 4           1
#> 5           2
#> 6           2
#> 7           1
#> 8           1
#> 9           1
#> 10          2
#> 11          1
#> 12          1
#> 13          2
#> 14          1
#> 15          1
#> 16          2
#> 17          1
#> 18          1
#> 19          1
#> 20          1
#> 21          2
#> 22          1
#> 23          1
#> 24          1
#> 25          1
#> 26          1
#> 27          1
#> 28          1
#> 29          1
#> 30          1
#> 31          1
#> 32          1
#> 33          1
#> 34          2
#> 35          1
#> 36          1
#> 37          1
#> 38          1
#> 39          1
#> 40          1
#> 41          1
# The 6 cells surrounding a given cell (k = 1), or a wider ring with k > 1
some_cell <- stations_hex@cell_id[1]
get_neighbors(some_cell, grid)
#> [[1]]
#> [1]    1  757  784 1485 1513 2215
get_neighbors(some_cell, grid, k = 2)
#> [[1]]
#>  [1]    1  757  784 1485 1513 2215   28 2944   55  756  783  811 1484 1512 1540
#> [16] 2214 2242

Choosing Resolution

By Target Area

Use hex_grid() with area_km2 to get the closest available resolution:

# Target: 100 km² cells
grid_100 <- hex_grid(area_km2 = 100, aperture = 3)
cat(sprintf("Target ~100 km²: resolution %d (actual: %.1f km²)\n",
            grid_100@resolution, grid_100@area_km2))
#> Target ~100 km²: resolution 12 (actual: 96.0 km²)

# Target: 1000 km² cells
grid_1000 <- hex_grid(area_km2 = 1000, aperture = 3)
cat(sprintf("Target ~1000 km²: resolution %d (actual: %.1f km²)\n",
            grid_1000@resolution, grid_1000@area_km2))
#> Target ~1000 km²: resolution 10 (actual: 863.8 km²)

# Target: 10000 km² cells
grid_10000 <- hex_grid(area_km2 = 10000, aperture = 3)
cat(sprintf("Target ~10000 km²: resolution %d (actual: %.1f km²)\n",
            grid_10000@resolution, grid_10000@area_km2))
#> Target ~10000 km²: resolution 8 (actual: 7774.0 km²)

Resolution Table (Aperture 3)

Resolution # Cells Cell Area (km²) Spacing (km)
0 12 42,505,468.5 7005.8
1 32 15,939,550.7 4290.2
2 92 5,544,191.5 2530.2
3 272 1,875,241.3 1471.5
4 812 628,159.6 851.7
5 2.4K 209,730.9 492.1
6 7.3K 69,948.7 284.2
7 21.9K 23,320.5 164.1
8 65.6K 7,774.0 94.7
9 196.8K 2,591.4 54.7
10 590.5K 863.8 31.6
11 1.8M 287.9 18.2
12 5.3M 96.0 10.5
13 15.9M 32.0 6.1
14 47.8M 10.7 3.5
15 143.5M 3.6 2.0

Comparing Apertures

Different apertures offer different resolution steps:

target_area <- 1000  # km²

cat(sprintf("Target: ~%d km² cells\n\n", target_area))
#> Target: ~1000 km² cells
for (ap in c(3, 4, 7)) {
  grid <- hex_grid(area_km2 = target_area, aperture = ap)
  n_cells <- 10 * (ap^grid@resolution) + 2
  cat(sprintf("Aperture %d: resolution %d -> %.1f km² (%s cells globally)\n",
              ap, grid@resolution, grid@area_km2,
              format(n_cells, big.mark = ",")))
}
#> Aperture 3: resolution 10 -> 863.8 km² (590,492 cells globally)
#> Aperture 4: resolution 8 -> 778.3 km² (655,362 cells globally)
#> Aperture 7: resolution 6 -> 433.5 km² (1,176,492 cells globally)
Aperture Best For Trade-offs
3 Fine resolution control, dggridR compatibility Slowest cell growth
4 Power-of-2 scaling, GIS workflows Moderate resolution steps
7 Rapid cell count growth, coarse analysis Largest resolution jumps
4/3 Balance of 4’s fast start + 3’s fine control More complex indexing

Grids on Other Bodies

A grid partitions a sphere, and radius_km sets which sphere. Pass a radius in kilometres or the name of a body:

mars <- hex_grid(area_km2 = 1000, radius_km = "mars")
mars
#> HexGridInfo Specification
#> -------------------------
#> Aperture:    3
#> Resolution:  9
#> Area:        733.48 km^2
#> Diagonal:    29.10 km
#> CRS:         +proj=longlat +R=3389500 +no_defs
#> Radius:      3389.50 km
#> Total Cells: 196832

# The same grid, by radius
identical(mars@area_km2, hex_grid(resolution = mars@resolution, radius_km = 3389.5)@area_km2)
#> [1] TRUE

Cell geometry is angular: which cell a coordinate falls in, where centres and corners sit, the parent-child hierarchy and the neighbours are the same on every body. The radius sets the kilometre figures — cell area, diagonal, spacing, and the resolution that a target area_km2 picks.

earth <- hex_grid(resolution = 5)
moon  <- hex_grid(resolution = 5, radius_km = "moon")

lon <- c(0, 16.37, -70.5)
lat <- c(0, 48.21, -33.4)

identical(lonlat_to_cell(lon, lat, moon), lonlat_to_cell(lon, lat, earth))
#> [1] TRUE
c(earth = earth@area_km2, moon = moon@area_km2)
#>     earth      moon 
#> 209730.93  15597.17

Areas come from the sphere of that radius, 4 * pi * r^2; Earth keeps the WGS84 ellipsoid area. Named bodies carry the IAU mean radii (Archinal et al. 2018) tabulated by JPL Solar System Dynamics: mercury, venus, earth, moon, mars, ceres, jupiter, io, europa, ganymede, callisto, saturn, enceladus, titan, uranus, neptune, pluto.

radius_km reaches every function that reports kilometres, because the grid object carries it: dgearthstat(), cell_area(), hexify_compare_resolutions() and the sf exports all read the grid’s radius.

Coordinates on another body

EPSG codes name Earth reference systems, so a grid built on another radius carries a longlat CRS on the sphere of that radius:

mars@crs
#> [1] "+proj=longlat +R=3389500 +no_defs"

Every sf object built from that grid carries it, so cells, centres and hexified data come back in the body’s own coordinates. A planet of your own works the same way through a radius in kilometres:

world <- hex_grid(area_km2 = 5000, radius_km = 4200)
world@crs
#> [1] "+proj=longlat +R=4200000 +no_defs"

crs also takes a value of your own, as an EPSG code or a PROJ or WKT string, which is how a projected system for the body reaches the grid:

hex_grid(area_km2 = 5000, radius_km = 4200,
         crs = "+proj=laea +lat_0=0 +lon_0=0 +R=4200000 +no_defs")@crs
#> [1] "+proj=laea +lat_0=0 +lon_0=0 +R=4200000 +no_defs"

A basemap for such a body is any file sf or terra reads: sf::st_read() takes a shapefile, GeoJSON or GeoPackage of coastlines, terra::rast() takes a GeoTIFF. Both go to hexify_heatmap(basemap = ).

Both backends take a radius. H3 reports a cell’s area as its solid angle times Earth’s radius squared, so another radius scales those areas by the square of the radius ratio:

h3_mars <- hex_grid(resolution = 5, type = "h3", radius_km = "mars")
#> H3 cell IDs name a position in H3's topology, which Uber's H3 reads on Earth. A grid on another body reuses that topology and its own radius for areas; the IDs are not interchangeable with Earth H3 data.
#> This message is displayed once per session.
h3_mars@area_km2 / hex_grid(resolution = 5, type = "h3")@area_km2
#> [1] 0.2830447

# H3 measures against the WGS84 authalic radius, so that is what divides out
(3389.5 / 6371.007180918475)^2
#> [1] 0.2830447

One caveat rides along with H3. A cell ID names a position in H3’s topology, which Uber’s H3 reads on Earth. A grid on another body reuses that topology and its own radius for areas, so its IDs are that topology on that body, not interchangeable with Earth H3 data. h3_crosswalk() needs both grids on the same body for the same reason.

Working with sf

Convert HexData to sf

# Hexify some data
grid <- hex_grid(area_km2 = 20000)
result <- hexify(cities, lon = "lon", lat = "lat", grid = grid)

# Convert to sf points (uses cell centers)
sf_points <- as_sf(result, geometry = "point")
class(sf_points)
#> [1] "sf"         "data.frame"

# Convert to sf polygons (for choropleth maps)
sf_polys <- as_sf(result, geometry = "polygon")
class(sf_polys)
#> [1] "sf"         "data.frame"

# Or generate polygons directly from cell IDs
unique_cells <- cells(result)
cell_polys <- cell_to_sf(unique_cells, grid)

Visualize with ggplot2

europe <- hexify_world[hexify_world$continent == "Europe", ]

ggplot() +
  geom_sf(data = europe, fill = "ivory", color = "gray70") +
  geom_sf(data = cell_polys, fill = "steelblue", alpha = 0.5, color = "darkblue") +
  coord_sf(xlim = c(-10, 25), ylim = c(35, 58)) +
  labs(title = "European Cities - Hexagonal Grid") +
  theme_minimal(base_size = FIG_BASE_SIZE)

Export to GIS Formats

Use sf’s st_write() to export grids for use in external GIS software:

# Generate a grid
grid <- hex_grid(area_km2 = 10000)
europe <- grid_rect(c(-10, 35, 25, 60), grid)

# Export to various formats
st_write(europe, "europe_grid.gpkg", layer = "hexgrid")     # GeoPackage
st_write(europe, "europe_grid.shp")                         # Shapefile
st_write(europe, "europe_grid.geojson")                     # GeoJSON
st_write(europe, "europe_grid.kml", layer = "hexgrid")      # KML (Google Earth)

Edge Cases

Handling NA Coordinates

data_with_na <- data.frame(
  lon = c(16.37, NA, 2.35, 13.40),
  lat = c(48.21, 48.86, NA, 52.52)
)

grid <- hex_grid(area_km2 = 1000)
result <- hexify(data_with_na, lon = "lon", lat = "lat", grid = grid)
#> Warning in hexify(data_with_na, lon = "lon", lat = "lat", grid = grid): 2
#> coordinate pairs contain NA values and will be skipped

# Check which rows have valid cell assignments
cat("Cell IDs:", result@cell_id, "\n")
#> Cell IDs: 126594 122466
cat("NA indicates invalid coordinates\n")
#> NA indicates invalid coordinates

Polar Regions

Coordinates with latitude > 89° may have projection artifacts. The grid remains valid, but polygon visualization can be distorted near poles.

Date Line

Polygons crossing the date line (lon = ±180°) are handled automatically. cell_to_sf() applies sf::st_wrap_dateline() internally, so flat map projections render correctly without manual intervention.

Function Summary

Task Function
Create grid specification hex_grid(area_km2 = ...)
Assign points to cells hexify(df, lon, lat, grid)
Get grid from HexData grid_info(result)
Get unique cell IDs cells(result)
Count cells n_cells(result)
Extract data frame as.data.frame(result)
Convert to sf as_sf(result, geometry = "polygon")
Generate polygons cell_to_sf(cell_ids, grid)
Grid over region grid_rect(bbox, grid)
Global grid grid_global(grid)
Coordinate conversion lonlat_to_cell(), cell_to_lonlat()
Compare resolutions hexify_compare_resolutions()
Aggregate data per cell hex_summarize(result, ...)
Find neighboring cells get_neighbors(cell_id, grid, k = ...)
Merge/split multi-resolution cells hex_compact(), hex_uncompact()
Distance between cells hex_distance(cell_id1, cell_id2, grid)
Extract raster values at cell centers hex_extract(raster, grid)
Zonal statistics over cell polygons hex_zonal(raster, grid)
Map ISEA cells to H3 (or vice versa) h3_crosswalk()
Per-cell area cell_area(cell_ids, grid)

See Also