title
author
date
output
NumeriLab; R maps and GIS
Arthur de Grandpré
25 janvier 2019
Most would agree that data science should always start and end with data visualization. It allows the scientist to understand the data, its structure and distribution, but also to connect with the public, by creating easily understandable content to facilitate communication.
In the previous workshops, we have learned how to:
Efficiently visualize data and results
Manipulate Data to facilitate its analysis
Generate data efficiently in order to replicate real life trends
... and all of this makes it hard to leave the R environment! Still, most of us still are leaving the comfort of R whenever we are faced with spatial data, splitting our workflow and creating different codes, different processes and ultimately resulting in a loss of time and efficiency.
While R still can't fully replace a full GIS suit, it is able to perform most tasks that are required on an almost daily basis for people working with spatial data.
R as a GIS and Mapping Software
To address this problem, multiple libraries have been made available in R in order to deal with spatial data, its visualisation, its manipulation and its analysis.
the most notable are probably:
GIS
sp : allow the creation and manipulation of spatial objects (spatialpointsdataframes) + apply CRS and stransformations
rgdal : An interface to access gdal, a spatial data processing library
rgeos : An interface to access geos, a spatial vector data processing library
GeoJSON : package to read GeoJSON data (single file container for spatial data)
mapping
base R : plot() can still do most of the job
ggplot2 : still able to do most of the job, prettier
ggmap : extends ggplot2 mapping functionalities and enables to retrieve google style static maps
ggsn : adds scale bars and north arrows to ggmap
leaflet : allows to build interactive maps, google map style
ggsn : for on map scale and north arrow, but might not work as expected
other useful packages
tmap ; raster ; spdep ; cartography ; maptools ; gstat
The main goal of this workshop is to break the mindset in which R is unable to deal with spatial data or spatial analysis.
It is important to keep in mind that this is only an introduction and that it is possible to do almost anything on R, and in many different ways .
Also, it might be even more important to keep in mind that in many situations, while R could do it, you might want to consider other solutions. Using R for everything is fun and can be practical, but sometimes it's just more tedious than necessary.
By the end of this workshop, I wish that frequent GIS tasks do not feel intimidating for those who attended, such as:
reading and visualising point data
transforming the CRS from data
loading a basemap from the internet
reading and visualising a vector file
reading and visualising a raster file
making simple maps
clipping a raster with a polygon
run an unsupervised classification
compare vegetation indexes (NDVI)
obtain zonal statistics on buffers
obtain landscape metrics
note: all data for this exercise is located in the repository under the "Data" sub-directories
#Step 1. Prepare R environment and load the libraries
rm(list = ls())
library(sp ) # for functions coordinates, proj4string, CRS
library(rgdal ) # for functions readOGR
library(ggmap )
library(ggsn ) # scalebar and north arrow for ggplot and ggmap
library(leaflet )
library(mapview )# ; webshot::install_phantomjs() has to be run only once
library(raster ) # for functions raster, plotRGB#library(rgeos)
library(cluster )
library(SDMTools )
library(rgeos )
Step 2. reading and visualising point data + adding a Google type basemap
Multiples solutions are available to read point data in the R environment depending on your database format. The most common data format is text, such as .csv files. When working with .csv files, you will often have two columns referring to the coordinates of your data, which can be used create a spatial object with the package sp .
If you have a shapefile of your data, it will be imported directly as a spatial object by using the function readOGR() from the rgdal package
df = read.csv(" Data/csv/data_picom_HT.csv" ,sep = " ;" )
# this text file contains x and y coordinates and a random associated value
class(df )
## zone parcelle zone_eco lat long sup.zone..ha.
## 1 18 18A Jeune pinŠde blanche 46.34558 -72.58600 0.213
## 2 4 4A Jeune pinŠde blanche 46.34992 -72.57578 0.552
## 3 13 13A mixte 46.34743 -72.58229 1.441
## 4 17 17A mixte 46.34656 -72.58300 2.789
## 5 17 17B mixte 46.34653 -72.58397 2.782
## 6 17 17C mixte 46.34597 -72.58511 2.782
## sup.parcelle..ha. tot_drymass aerial_drymass root_drymass n_trees
## 1 0.04 8861 6877 1984 95
## 2 0.04 11379 8896 2483 50
## 3 0.04 6035 4692 1343 51
## 4 0.04 13721 10766 2955 57
## 5 0.04 9865 7726 2140 40
## 6 0.04 10449 8200 2250 39
## total_C n_living_trees mean_dhp max_dhp mean_height dom_sp est_age X
## 1 4735 84 14.9 29.0 14.1 PIB 45 NA
## 2 6236 50 23.5 33.9 13.6 PIB 45 NA
## 3 3146 38 16.6 28.9 13.6 BOP 45 NA
## 4 7651 42 22.2 79.1 16.9 PIB/PIG 45 NA
## 5 5397 29 23.5 42.4 18.3 PIB 45 NA
## 6 5727 34 22.8 49.2 15.1 PIB 45 NA
Help sheet for CRS selection in rgdal and sp @ https://www.nceas.ucsb.edu/~frazier/RSpatialGuides/OverviewCoordinateReferenceSystems.pdf
coordinates(df ) = c(" long" ," lat" )
class(df ) # at this point R recognizes the data as a spatial object
## [1] "SpatialPointsDataFrame"
## attr(,"package")
## [1] "sp"
proj4string(df ) = CRS(" +init=epsg:4269" ) # this allows to specify the data CRS is NAD83
At this point, we have the same output as if we had used the function readOGR from rgdal to read a shapefile of the same information
## Object of class SpatialPointsDataFrame
## Coordinates:
## min max
## long -72.58601 -72.57278
## lat 46.34263 46.35089
## Is projected: FALSE
## proj4string :
## [+init=epsg:4269 +proj=longlat +datum=NAD83 +no_defs +ellps=GRS80
## +towgs84=0,0,0]
## Number of points: 36
## Data attributes:
## zone parcelle zone_eco sup.zone..ha.
## Min. : 1.00 11A : 1 PinŠde grise :17 Min. :0.1510
## 1st Qu.: 7.00 12A : 1 mixte : 5 1st Qu.:0.4895
## Median :17.00 12B : 1 Vieille pinŠde blanche: 4 Median :1.5090
## Mean :14.56 13A : 1 Mixte surann‚ : 3 Mean :1.3419
## 3rd Qu.:20.00 14A : 1 Jeune pinŠde blanche : 2 3rd Qu.:1.8460
## Max. :26.00 16A : 1 PinŠde blanche_grise : 2 Max. :2.7890
## (Other):30 (Other) : 3
## sup.parcelle..ha. tot_drymass aerial_drymass root_drymass
## Min. :0.04 Min. : 4048 Min. : 3159 Min. : 889
## 1st Qu.:0.04 1st Qu.: 6286 1st Qu.: 4902 1st Qu.:1384
## Median :0.04 Median : 7590 Median : 5922 Median :1668
## Mean :0.04 Mean : 8850 Mean : 6927 Mean :1924
## 3rd Qu.:0.04 3rd Qu.:11498 3rd Qu.: 8996 3rd Qu.:2502
## Max. :0.04 Max. :20148 Max. :15939 Max. :4209
##
## n_trees total_C n_living_trees mean_dhp
## Min. :18.00 Min. : 2112 Min. :17.0 Min. :14.90
## 1st Qu.:33.75 1st Qu.: 3306 1st Qu.:27.0 1st Qu.:18.40
## Median :40.00 Median : 4043 Median :33.5 Median :20.50
## Mean :41.39 Mean : 4782 Mean :35.5 Mean :21.43
## 3rd Qu.:49.00 3rd Qu.: 6254 3rd Qu.:42.0 3rd Qu.:23.50
## Max. :95.00 Max. :11114 Max. :84.0 Max. :39.90
##
## max_dhp mean_height dom_sp est_age
## Min. :23.80 Min. :12.80 PIG :15 Min. :45.00
## 1st Qu.:29.80 1st Qu.:14.10 PIB : 7 1st Qu.:45.00
## Median :37.65 Median :15.50 PIG/PIB: 3 Median :45.00
## Mean :39.71 Mean :16.23 Mixte : 2 Mean :51.94
## 3rd Qu.:43.08 3rd Qu.:17.12 PIB/PIR: 2 3rd Qu.:55.00
## Max. :79.10 Max. :25.90 BOP : 1 Max. :70.00
## (Other): 6
## X
## Mode:logical
## NA's:36
##
##
##
##
##
It is very easy to transform the CRS of an object by using the spTransform function. it can be done my manually entering the datum, ellipsoid and projection, but the simplest way is to just feed the epsg code to the function. epsg codes are unique identifiers for CRS and can be bound easily on internet.
df <- spTransform(df , CRS(" +init=epsg:4326" )) # transform to wgs84
summary(df )
## Object of class SpatialPointsDataFrame
## Coordinates:
## min max
## long -72.58601 -72.57278
## lat 46.34263 46.35089
## Is projected: FALSE
## proj4string :
## [+init=epsg:4326 +proj=longlat +datum=WGS84 +no_defs +ellps=WGS84
## +towgs84=0,0,0]
## Number of points: 36
## Data attributes:
## zone parcelle zone_eco sup.zone..ha.
## Min. : 1.00 11A : 1 PinŠde grise :17 Min. :0.1510
## 1st Qu.: 7.00 12A : 1 mixte : 5 1st Qu.:0.4895
## Median :17.00 12B : 1 Vieille pinŠde blanche: 4 Median :1.5090
## Mean :14.56 13A : 1 Mixte surann‚ : 3 Mean :1.3419
## 3rd Qu.:20.00 14A : 1 Jeune pinŠde blanche : 2 3rd Qu.:1.8460
## Max. :26.00 16A : 1 PinŠde blanche_grise : 2 Max. :2.7890
## (Other):30 (Other) : 3
## sup.parcelle..ha. tot_drymass aerial_drymass root_drymass
## Min. :0.04 Min. : 4048 Min. : 3159 Min. : 889
## 1st Qu.:0.04 1st Qu.: 6286 1st Qu.: 4902 1st Qu.:1384
## Median :0.04 Median : 7590 Median : 5922 Median :1668
## Mean :0.04 Mean : 8850 Mean : 6927 Mean :1924
## 3rd Qu.:0.04 3rd Qu.:11498 3rd Qu.: 8996 3rd Qu.:2502
## Max. :0.04 Max. :20148 Max. :15939 Max. :4209
##
## n_trees total_C n_living_trees mean_dhp
## Min. :18.00 Min. : 2112 Min. :17.0 Min. :14.90
## 1st Qu.:33.75 1st Qu.: 3306 1st Qu.:27.0 1st Qu.:18.40
## Median :40.00 Median : 4043 Median :33.5 Median :20.50
## Mean :41.39 Mean : 4782 Mean :35.5 Mean :21.43
## 3rd Qu.:49.00 3rd Qu.: 6254 3rd Qu.:42.0 3rd Qu.:23.50
## Max. :95.00 Max. :11114 Max. :84.0 Max. :39.90
##
## max_dhp mean_height dom_sp est_age
## Min. :23.80 Min. :12.80 PIG :15 Min. :45.00
## 1st Qu.:29.80 1st Qu.:14.10 PIB : 7 1st Qu.:45.00
## Median :37.65 Median :15.50 PIG/PIB: 3 Median :45.00
## Mean :39.71 Mean :16.23 Mixte : 2 Mean :51.94
## 3rd Qu.:43.08 3rd Qu.:17.12 PIB/PIR: 2 3rd Qu.:55.00
## Max. :79.10 Max. :25.90 BOP : 1 Max. :70.00
## (Other): 6
## X
## Mode:logical
## NA's:36
##
##
##
##
##
at this point, the dataframe can be plotted in base R for visualisation...
..and made into a simple plot for visualisation.
plot(df ,
main = " data points" ,
axes = T ,
pch = 21 ,
bg = rev(heat.colors(5 ))[cut(df $ tot_drymass ,breaks = c(0 ,5000 ,7500 ,10000 ,12500 ,25000 ), labels = F )])
and the same can be done using ggplot2:
ggplot()+
geom_point(data = as.data.frame(df ), aes(long ,lat , fill = tot_drymass ), shape = 21 , size = 2 )+
scale_fill_gradientn(colours = rev(heat.colors(5 )))+
ggtitle(" data points" )
So we can now see that we have spatial points with some values, but that doesn't give us much of an idea of what they are and their context. For adding context, a basemap is really important.
Note : Until recently, get_map from the package ggmap allowed to easily obtain basemaps from google and OpenStreetMaps. Sadly, google now requires an API key and billing information to access the basemaps, and it also broke the access to open access maps such as stamen. That makes loading a static basemap a bit harder.
While it is still possible to access google maps and OpenStreetMaps, it is required to register an API key (generally free to obtain, but requires registration)
## min max
## long -72.58601 -72.57278
## lat 46.34263 46.35089
map = get_stamenmap(bbox = c(left = - 72.6 ,
bottom = 46.335 ,
right = - 72.565 ,
top = 46.355 ),
zoom = 14 , maptype = " toner-lite" )
# other basemap types from stamen:
# “terrain”, “terrain-background”, “terrain-labels”, “terrain-lines”, “toner”, “toner-2010”, “toner-2011”, “toner-background”, “toner-hybrid”, “toner-labels”, “toner-lines”, “toner-lite”, “watercolor”
Luckily, leaflet still does this very good for interactive maps.
By default, leaflet uses OpenStreetMap
# using the default values, leaflet uses OpenStreetMap
m1 <- leaflet(df ) %> %
addTiles()
m1
<script type="application/json" data-for="htmlwidget-8400f0ff95d0db7991bd">{"x":{"options":{"crs":{"crsClass":"L.CRS.EPSG3857","code":null,"proj4def":null,"projectedBounds":null,"options":{}}},"calls":[{"method":"addTiles","args":["//{s}.tile.openstreetmap.org/{z}/{x}/{y}.png",null,null,{"minZoom":0,"maxZoom":18,"tileSize":256,"subdomains":"abc","errorTileUrl":"","tms":false,"noWrap":false,"zoomOffset":0,"zoomReverse":false,"opacity":1,"zIndex":1,"detectRetina":false,"attribution":"© OpenStreetMap<\/a> contributors, CC-BY-SA<\/a>"}]}]},"evals":[],"jsHooks":[]}</script>
But it can be set to call other data sources, including google if an API key is registered.
m2 <- leaflet(df ) %> %
addProviderTiles(" Stamen.Toner" )
m2
<script type="application/json" data-for="htmlwidget-be11417b781722f455d2">{"x":{"options":{"crs":{"crsClass":"L.CRS.EPSG3857","code":null,"proj4def":null,"projectedBounds":null,"options":{}}},"calls":[{"method":"addProviderTiles","args":["Stamen.Toner",null,null,{"errorTileUrl":"","noWrap":false,"detectRetina":false}]}]},"evals":[],"jsHooks":[]}</script>
It possesses different types of markers, such as pins.
<script type="application/json" data-for="htmlwidget-8aece4e4ce2bf61f5bb1">{"x":{"options":{"crs":{"crsClass":"L.CRS.EPSG3857","code":null,"proj4def":null,"projectedBounds":null,"options":{}}},"calls":[{"method":"addTiles","args":["//{s}.tile.openstreetmap.org/{z}/{x}/{y}.png",null,null,{"minZoom":0,"maxZoom":18,"tileSize":256,"subdomains":"abc","errorTileUrl":"","tms":false,"noWrap":false,"zoomOffset":0,"zoomReverse":false,"opacity":1,"zIndex":1,"detectRetina":false,"attribution":"© OpenStreetMap<\/a> contributors, CC-BY-SA<\/a>"}]},{"method":"addMarkers","args":[[46.34558333,46.34991667,46.34742778,46.34655556,46.34652778,46.34597222,46.3465,46.34511111,46.34480556,46.34298056,46.34878889,46.34440833,46.343825,46.34810278,46.34802778,46.3468,46.34674722,46.34625556,46.34471944,46.34482778,46.3445,46.34838056,46.34886111,46.35066667,46.35088889,46.35083333,46.35052778,46.34995833,46.34989722,46.34954722,46.34357778,46.34808056,46.34337778,46.34308333,46.34263056,46.34305278],[-72.586,-72.57577778,-72.58229167,-72.583,-72.58397222,-72.58511111,-72.58475,-72.58601389,-72.58511111,-72.5843,-72.58244444,-72.58203611,-72.58211389,-72.58057778,-72.58155556,-72.58093056,-72.57911667,-72.58209167,-72.58463889,-72.58276111,-72.58302778,-72.57331389,-72.57277778,-72.57769444,-72.57858333,-72.5795,-72.58025,-72.58004722,-72.579475,-72.57946667,-72.58325,-72.573225,-72.58364444,-72.58333333,-72.58275556,-72.58242222],null,null,null,{"interactive":true,"draggable":false,"keyboard":true,"title":"","alt":"","zIndexOffset":0,"opacity":1,"riseOnHover":false,"riseOffset":250},null,null,null,null,null,{"interactive":false,"permanent":false,"direction":"auto","opacity":1,"offset":[0,0],"textsize":"10px","textOnly":false,"className":"","sticky":true},null]}],"limits":{"lat":[46.34263056,46.35088889],"lng":[-72.58601389,-72.57277778]}},"evals":[],"jsHooks":[]}</script>
Or circles.
m1 %> %
addCircleMarkers()
<script type="application/json" data-for="htmlwidget-915cccc6bde18ebd75af">{"x":{"options":{"crs":{"crsClass":"L.CRS.EPSG3857","code":null,"proj4def":null,"projectedBounds":null,"options":{}}},"calls":[{"method":"addTiles","args":["//{s}.tile.openstreetmap.org/{z}/{x}/{y}.png",null,null,{"minZoom":0,"maxZoom":18,"tileSize":256,"subdomains":"abc","errorTileUrl":"","tms":false,"noWrap":false,"zoomOffset":0,"zoomReverse":false,"opacity":1,"zIndex":1,"detectRetina":false,"attribution":"© OpenStreetMap<\/a> contributors, CC-BY-SA<\/a>"}]},{"method":"addCircleMarkers","args":[[46.34558333,46.34991667,46.34742778,46.34655556,46.34652778,46.34597222,46.3465,46.34511111,46.34480556,46.34298056,46.34878889,46.34440833,46.343825,46.34810278,46.34802778,46.3468,46.34674722,46.34625556,46.34471944,46.34482778,46.3445,46.34838056,46.34886111,46.35066667,46.35088889,46.35083333,46.35052778,46.34995833,46.34989722,46.34954722,46.34357778,46.34808056,46.34337778,46.34308333,46.34263056,46.34305278],[-72.586,-72.57577778,-72.58229167,-72.583,-72.58397222,-72.58511111,-72.58475,-72.58601389,-72.58511111,-72.5843,-72.58244444,-72.58203611,-72.58211389,-72.58057778,-72.58155556,-72.58093056,-72.57911667,-72.58209167,-72.58463889,-72.58276111,-72.58302778,-72.57331389,-72.57277778,-72.57769444,-72.57858333,-72.5795,-72.58025,-72.58004722,-72.579475,-72.57946667,-72.58325,-72.573225,-72.58364444,-72.58333333,-72.58275556,-72.58242222],10,null,null,{"interactive":true,"className":"","stroke":true,"color":"#03F","weight":5,"opacity":0.5,"fill":true,"fillColor":"#03F","fillOpacity":0.2},null,null,null,null,null,{"interactive":false,"permanent":false,"direction":"auto","opacity":1,"offset":[0,0],"textsize":"10px","textOnly":false,"className":"","sticky":true},null]}],"limits":{"lat":[46.34263056,46.35088889],"lng":[-72.58601389,-72.57277778]}},"evals":[],"jsHooks":[]}</script>
And those can be customized to display data values with continuous scales
pal = colorNumeric(
palette = " RdYlGn" ,
domain = df $ tot_drymass
)
m1 %> %
addCircleMarkers(color = " black" , opacity = 1 , fillColor = ~ pal(tot_drymass ), fillOpacity = 0.5 , radius = 8 ) %> %
addLegend(" bottomright" ,
pal = pal ,
values = ~ tot_drymass ,
title = " drymass (kg / 0.04 ha" )
<script type="application/json" data-for="htmlwidget-d04617890c1457c790b3">{"x":{"options":{"crs":{"crsClass":"L.CRS.EPSG3857","code":null,"proj4def":null,"projectedBounds":null,"options":{}}},"calls":[{"method":"addTiles","args":["//{s}.tile.openstreetmap.org/{z}/{x}/{y}.png",null,null,{"minZoom":0,"maxZoom":18,"tileSize":256,"subdomains":"abc","errorTileUrl":"","tms":false,"noWrap":false,"zoomOffset":0,"zoomReverse":false,"opacity":1,"zIndex":1,"detectRetina":false,"attribution":"© OpenStreetMap<\/a> contributors, CC-BY-SA<\/a>"}]},{"method":"addCircleMarkers","args":[[46.34558333,46.34991667,46.34742778,46.34655556,46.34652778,46.34597222,46.3465,46.34511111,46.34480556,46.34298056,46.34878889,46.34440833,46.343825,46.34810278,46.34802778,46.3468,46.34674722,46.34625556,46.34471944,46.34482778,46.3445,46.34838056,46.34886111,46.35066667,46.35088889,46.35083333,46.35052778,46.34995833,46.34989722,46.34954722,46.34357778,46.34808056,46.34337778,46.34308333,46.34263056,46.34305278],[-72.586,-72.57577778,-72.58229167,-72.583,-72.58397222,-72.58511111,-72.58475,-72.58601389,-72.58511111,-72.5843,-72.58244444,-72.58203611,-72.58211389,-72.58057778,-72.58155556,-72.58093056,-72.57911667,-72.58209167,-72.58463889,-72.58276111,-72.58302778,-72.57331389,-72.57277778,-72.57769444,-72.57858333,-72.5795,-72.58025,-72.58004722,-72.579475,-72.57946667,-72.58325,-72.573225,-72.58364444,-72.58333333,-72.58275556,-72.58242222],8,null,null,{"interactive":true,"className":"","stroke":true,"color":"black","weight":5,"opacity":1,"fill":true,"fillColor":["#FDAD61","#FFF1A8","#DE412D","#D9EF8B","#FECD7B","#FEDF8A","#E55134","#DFF294","#006837","#D6EE89","#ED5F3B","#EF643E","#E5F49C","#E55134","#B00F27","#F57546","#FDA95F","#F36A41","#FFFAB7","#FB9D59","#FA9354","#CF2A27","#EE613D","#A50026","#B61527","#C01E27","#B00F26","#F7814B","#AE0C26","#F57446","#F6FBB3","#D12B27","#E44E33","#FEE08C","#DAEF8C","#7BC665"],"fillOpacity":0.5},null,null,null,null,null,{"interactive":false,"permanent":false,"direction":"auto","opacity":1,"offset":[0,0],"textsize":"10px","textOnly":false,"className":"","sticky":true},null]},{"method":"addLegend","args":[{"colors":["#A50026 , #DD3F2D 12.1242236024845%, #F98C50 24.5465838509317%, #FED17E 36.9689440993789%, #FFFDBC 49.3913043478261%, #D0EB85 61.8136645962733%, #8CCD67 74.2360248447205%, #3AA456 86.6583850931677%, #026C39 99.0807453416149%, #006837 "],"labels":["6,000","8,000","10,000","12,000","14,000","16,000","18,000","20,000"],"na_color":null,"na_label":"NA","opacity":0.5,"position":"bottomright","type":"numeric","title":"drymass (kg / 0.04 ha","extra":{"p_1":0.121242236024845,"p_n":0.990807453416149},"layerId":null,"className":"info legend","group":null}]}],"limits":{"lat":[46.34263056,46.35088889],"lng":[-72.58601389,-72.57277778]}},"evals":[],"jsHooks":[]}</script>
Or by quantiles
qpal = colorQuantile(" RdYlGn" , df $ tot_drymass , n = 4 )
m1 %> %
addCircleMarkers(color = " black" , opacity = 1 , fillColor = ~ qpal(tot_drymass ), fillOpacity = 0.5 , radius = 8 ) %> %
addLegend(" bottomright" ,
pal = qpal ,
values = ~ tot_drymass ,
title = " Drymass Quantile" ) %> %
addScaleBar(position = " bottomleft" )
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And their size can also be fixed to represent the size of a variable
m1 %> %
addCircles(color = " black" , opacity = 0.5 , fillColor = ~ pal(tot_drymass ), fillOpacity = 0.8 , radius = df $ n_trees ) %> %
addLegend(" bottomright" ,
pal = qpal ,
values = ~ tot_drymass ,
title = " Drymass Quantile" ) %> %
addScaleBar(position = " bottomleft" )
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And then this map can be saved to a png or jpg format using the mapview package
m1 = m1 %> %
addCircles(stroke = F , opacity = 1 , fillColor = ~ pal(df $ tot_drymass ), fillOpacity = 0.8 , radius = df $ n_trees ) %> %
addLegend(" bottomright" ,
pal = qpal ,
values = ~ df $ tot_drymass ,
title = " values" ) %> %
addScaleBar()
mapshot(m1 , file = " Figures/m1.png" )
#Step 2. Loading and plotting vectors and rasters
often, we have polygons delimiting zones of interest for our data. they can be used for visualisation, but also in data analysis.
# #adding polygon
campus = readOGR(" Data/shapefiles/campus polygon.shp" )
## OGR data source with driver: ESRI Shapefile
## Source: "C:\Users\Arthur\Desktop\NumeriLab_RGIS\Data\shapefiles\campus polygon.shp", layer: "campus polygon"
## with 1 features
## It has 1 fields
campus = spTransform(campus , CRS(" +init=epsg:4326" ))
campus
## class : SpatialPolygonsDataFrame
## features : 1
## extent : -72.58708, -72.57161, 46.34086, 46.35128 (xmin, xmax, ymin, ymax)
## coord. ref. : +init=epsg:4326 +proj=longlat +datum=WGS84 +no_defs +ellps=WGS84 +towgs84=0,0,0
## variables : 1
## names : Id
## value : 0
m1 = m1 %> % addPolygons(data = campus , stroke = T , fillOpacity = 0 )
m1
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When working with spatial data, it can often be useful to access remote sensing data to perform different types of analysis.
the rest of the workshop will be mostly about working with such data in R, based on a sample of Sentinel-2 imagery.
Then, let's load some data raster data that we can work with.
To do so, the package "raster" contains most of the basic functions required for R to read and manage rasters. A raster is basically a spatially referenced matrix. where every value is associated with a spatial extent (resolution) and a coordinate taken from a georeference system (ex: WGS84).
# The raster function allows to read the most common raster formats, such as .TIFF
tr_r = raster(" ./Data/S2/True color.tiff" )
# base R has some functions that allow for plotting of rasters
plot(tr_r , main = " UQTR on 2018-09-13, Sentinel-2" )
![](NumeriLab_RGIS_files/figure-html/loading and plotting rasters-1.png)
# something seems quite wrong with the colour, so let's inspect our raster
tr_r
## class : RasterLayer
## band : 1 (of 3 bands)
## dimensions : 212, 459, 97308 (nrow, ncol, ncell)
## resolution : 10, 10 (x, y)
## extent : -8081880, -8077290, 5834930, 5837050 (xmin, xmax, ymin, ymax)
## coord. ref. : +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs
## data source : C:\Users\Arthur\Desktop\NumeriLab_RGIS\Data\s2\True color.tiff
## names : True_color
# it seems we only have access to one of the 3 layers contained in tr_r. This is because the raster function is programmed to create a single layer object.
# still, we can look into better ways of diplaying this single band, such as grayscale
grayscale_colors = gray.colors(100 ,
start = 0.0 ,
end = 1 ,
gamma = 2.2 ,
alpha = NULL )
plot(tr_r , main = " UQTR on 2018-09-13, red band grayscale, Sentinel-2" , col = grayscale_colors )
# or load another band from the same source
tr_r2 = raster(" ./Data/s2/True color.tiff" , band = 2 )
tr_r2 # this shows we are now using band 2 of 3 instead of 1
## class : RasterLayer
## band : 2 (of 3 bands)
## dimensions : 212, 459, 97308 (nrow, ncol, ncell)
## resolution : 10, 10 (x, y)
## extent : -8081880, -8077290, 5834930, 5837050 (xmin, xmax, ymin, ymax)
## coord. ref. : +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs
## data source : C:\Users\Arthur\Desktop\NumeriLab_RGIS\Data\s2\True color.tiff
## names : True_color
# we need to use the brick function to create a RasterBrick, composed of multiple raster layers
tr_r = brick(" ./Data/s2/True color.tiff" )
tr_r # we do have our 3 layers
## class : RasterBrick
## dimensions : 212, 459, 97308, 3 (nrow, ncol, ncell, nlayers)
## resolution : 10, 10 (x, y)
## extent : -8081880, -8077290, 5834930, 5837050 (xmin, xmax, ymin, ymax)
## coord. ref. : +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs
## data source : C:\Users\Arthur\Desktop\NumeriLab_RGIS\Data\s2\True color.tiff
## names : True_color.1, True_color.2, True_color.3
tr_r = addLayer(tr_r , " Data/s2/B08.tiff" )
tr_r = projectRaster(tr_r , crs = (" +init=epsg:4326" ))
plot(tr_r , col = grayscale_colors , main = " UQTR on 2018-09-13, grayscale, Sentinel=2" ) # but the plot function does not plot them together. To do so, we need to specify each color bands, or use the function plotRGB
plotRGB(tr_r , r = 1 ,g = 2 ,b = 3 ,stretch = " hist" )
map1 = viewRGB(tr_r , 1 ,2 ,3 , map = m1 , quantiles = c(0.05 , 0.95 ))
map1
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",[[46.3531283201215,-72.6012122841988],[46.3391163201215,-72.5590960841988]],1,null,null,"tr_r_1.2.3"]},{"method":"addLayersControl","args":[["CartoDB.Positron","CartoDB.DarkMatter","OpenStreetMap","Esri.WorldImagery","OpenTopoMap"],"tr_r_1.2.3",{"collapsed":true,"autoZIndex":true,"position":"topleft"}]},{"method":"addScaleBar","args":[{"maxWidth":100,"metric":true,"imperial":true,"updateWhenIdle":true,"position":"bottomleft"}]},{"method":"addHomeButton","args":[-72.6012122841988,46.3391163201215,-72.5590960841988,46.3531283201215,"Zoom to tr_r"," tr_r <\/strong>","bottomright"]}],"limits":{"lat":[46.3391163201215,46.3531283201215],"lng":[-72.6012122841988,-72.5590960841988]}},"evals":[],"jsHooks":{"render":[{"code":"function(el, x, data) {\n return (\n function(el, x, data) {\n // get the leaflet map\n var map = this; //HTMLWidgets.find('#' + el.id);\n // we need a new div element because we have to handle\n // the mouseover output separately\n // debugger;\n function addElement () {\n // generate new div Element\n var newDiv = $(document.createElement('div'));\n // append at end of leaflet htmlwidget container\n $(el).append(newDiv);\n //provide ID and style\n newDiv.addClass('lnlt');\n newDiv.css({\n 'position': 'relative',\n 'bottomleft': '0px',\n 'background-color': 'rgba(255, 255, 255, 0.7)',\n 'box-shadow': '0 0 2px #bbb',\n 'background-clip': 'padding-box',\n 'margin': '0',\n 'padding-left': '5px',\n 'color': '#333',\n 'font': '9px/1.5 \"Helvetica Neue\", Arial, Helvetica, sans-serif',\n 'z-index': '700',\n });\n return newDiv;\n }\n\n\n // check for already existing lnlt class to not duplicate\n var lnlt = $(el).find('.lnlt');\n\n if(!lnlt.length) {\n lnlt = addElement();\n\n // grab the special div we generated in the beginning\n // and put the mousmove output there\n\n map.on('mousemove', function (e) {\n if (e.originalEvent.ctrlKey) {\n if (document.querySelector('.lnlt') === null) lnlt = addElement();\n lnlt.text(\n ' lon: ' + (e.latlng.lng).toFixed(5) +\n ' | lat: ' + (e.latlng.lat).toFixed(5) +\n ' | zoom: ' + map.getZoom() +\n ' | x: ' + L.CRS.EPSG3857.project(e.latlng).x.toFixed(0) +\n ' | y: ' + L.CRS.EPSG3857.project(e.latlng).y.toFixed(0) +\n ' | epsg: 3857 ' +\n ' | proj4: +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs ');\n } else {\n if (document.querySelector('.lnlt') === null) lnlt = addElement();\n lnlt.text(\n ' lon: ' + (e.latlng.lng).toFixed(5) +\n ' | lat: ' + (e.latlng.lat).toFixed(5) +\n ' | zoom: ' + map.getZoom() + ' ');\n }\n });\n\n // remove the lnlt div when mouse leaves map\n map.on('mouseout', function (e) {\n var strip = document.querySelector('.lnlt');\n strip.remove();\n });\n\n };\n\n //$(el).keypress(67, function(e) {\n map.on('preclick', function(e) {\n if (e.originalEvent.ctrlKey) {\n if (document.querySelector('.lnlt') === null) lnlt = addElement();\n lnlt.text(\n ' lon: ' + (e.latlng.lng).toFixed(5) +\n ' | lat: ' + (e.latlng.lat).toFixed(5) +\n ' | zoom: ' + map.getZoom() + ' ');\n var txt = document.querySelector('.lnlt').textContent;\n console.log(txt);\n //txt.innerText.focus();\n //txt.select();\n setClipboardText('\"' + txt + '\"');\n }\n });\n\n //map.on('click', function (e) {\n // var txt = document.querySelector('.lnlt').textContent;\n // console.log(txt);\n // //txt.innerText.focus();\n // //txt.select();\n // setClipboardText(txt);\n //});\n\n function setClipboardText(text){\n var id = 'mycustom-clipboard-textarea-hidden-id';\n var existsTextarea = document.getElementById(id);\n\n if(!existsTextarea){\n console.log('Creating textarea');\n var textarea = document.createElement('textarea');\n textarea.id = id;\n // Place in top-left corner of screen regardless of scroll position.\n textarea.style.position = 'fixed';\n textarea.style.top = 0;\n textarea.style.left = 0;\n\n // Ensure it has a small width and height. Setting to 1px / 1em\n // doesn't work as this gives a negative w/h on some browsers.\n textarea.style.width = '1px';\n textarea.style.height = '1px';\n\n // We don't need padding, reducing the size if it does flash render.\n textarea.style.padding = 0;\n\n // Clean up any borders.\n textarea.style.border = 'none';\n textarea.style.outline = 'none';\n textarea.style.boxShadow = 'none';\n\n // Avoid flash of white box if rendered for any reason.\n textarea.style.background = 'transparent';\n document.querySelector('body').appendChild(textarea);\n console.log('The textarea now exists :)');\n existsTextarea = document.getElementById(id);\n }else{\n console.log('The textarea already exists :3')\n }\n\n existsTextarea.value = text;\n existsTextarea.select();\n\n try {\n var status = document.execCommand('copy');\n if(!status){\n console.error('Cannot copy text');\n }else{\n console.log('The text is now on the clipboard');\n }\n } catch (err) {\n console.log('Unable to copy.');\n }\n }\n\n\n }\n ).call(this.getMap(), el, x, data);\n}","data":null}]}}</script>
when multiple bands are available, it becomes possible to easily perform raster maths, allowing to obtain different indexes, such as NDVI
tr_r $ NDVI = (tr_r $ B08 - tr_r $ True_color.1 )/ (tr_r $ B08 + tr_r $ True_color.1 )
plot(tr_r $ NDVI )
it is also possible to limit the extent of the satellite data to our zone of interest as delimited by our campus polygon
crop_tr = mask(tr_r ,campus )
plot(crop_tr $ NDVI )
from there, we can visualise the campus NDVI values back into the leaflet environment.
val = as.numeric(c(0 : 1 ))
pal = colorNumeric(c(" red" ," yellow" ," green" ), val , na.color = " transparent" )
ndvi_map = leaflet(df ) %> %
addTiles() %> %
addRasterImage(crop_tr $ NDVI , colors = pal , opacity = 0.5 ) %> %
addLegend(pal = pal , values = val , title = " NDVI" ) %> %
addCircles(color = " black" , opacity = 1 )
## Warning in colors(.): Some values were outside the color scale and will be
## treated as NA
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",[[46.3531283201215,-72.6012122841988],[46.3391163201215,-72.5590960841988]],0.5,null,null,null]},{"method":"addLegend","args":[{"c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since we have many data points scattered around campus that already have a lot of information, it can be interesting to add some remote sensing data to our data frame. That allows us to look at many types of interesting relations in the data.
mean_ndvi = extract(crop_tr $ NDVI , df , buffer = 10 , small = T , fun = mean )
sd_ndvi = extract(crop_tr $ NDVI , df , buffer = 10 , small = T , fun = sd )
df $ ndvi = mean_ndvi
df $ ndvi_sd = sd_ndvi
plot(df $ ndvi ~ df $ aerial_drymass )
![](NumeriLab_RGIS_files/figure-html/ndvi zonal stats from extract function-1.png)
![](NumeriLab_RGIS_files/figure-html/ndvi zonal stats from extract function-2.png)
![](NumeriLab_RGIS_files/figure-html/ndvi zonal stats from extract function-3.png)
plot(df $ ndvi ~ df $ zone_eco )
![](NumeriLab_RGIS_files/figure-html/ndvi zonal stats from extract function-4.png)
Using the remote sensing data, it is also possible to perform classification of the scene based on our different layers. To classifiy vegetation, let's use the NDVI and a very basic kmeans unsupervised classifier.
set.seed(1 )
v <- getValues(crop_tr $ NDVI )
i <- which(! is.na(v ))
v <- na.omit(v )
E <- kmeans(v , 3 , iter.max = 100 , nstart = 10 )
kmeans_raster <- raster(crop_tr $ NDVI )
kmeans_raster [i ] <- E $ cluster
plot(kmeans_raster )
based on this classification, we can then isolate the vegetated parts of our raster, and use it to obtain patch statistics.
cluster_poly = rasterToPolygons(kmeans_raster , dissolve = T )
forest_poly = cluster_poly [cluster_poly $ layer == 1 ,]
forest_poly = disaggregate(forest_poly )
plot(forest_poly )
This mask can be used on the raster again
forest = mask(crop_tr , forest_poly )
plot(forest $ NDVI )
Then we can see if the new mask seems to fit forested areas from OpenStreetMaps
leaflet(df ) %> %
addTiles() %> %
addRasterImage(forest $ NDVI , colors = pal , opacity = 0.5 ) %> %
addLegend(pal = pal , values = val , title = " NDVI" )
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",[[46.3531283201215,-72.6012122841988],[46.3391163201215,-72.5590960841988]],0.5,null,null,null]},{"method":"addLegend","args":[{"colors":["#FF0000 , #FF0000 0%, #FF8D00 20%, #FFDB00 40%, #E0FF00 60%, #9BFF00 80%, #00FF00 100%, #00FF00 "],"labels":["0.0","0.2","0.4","0.6","0.8","1.0"],"na_color":null,"na_label":"NA","opacity":0.5,"position":"topright","type":"numeric","title":"NDVI","extra":{"p_1":0,"p_n":1},"layerId":null,"className":"info legend","group":null}]}],"limits":{"lat":[46.3391163201215,46.3531283201215],"lng":[-72.6012122841988,-72.5590960841988]}},"evals":[],"jsHooks":[]}</script>
Then, each vegetated area can be given a unique ID, and whole patch statistics can be obtained
forest_poly @ data $ ID = getSpPPolygonsIDSlots(forest_poly )
## Warning: use *apply and slot directly
o = over(df , forest_poly )
df @ data = cbind(df @ data , o )
patch_ndvi = extract(crop_tr $ NDVI , forest_poly , fun = mean )
patch_ndvi = as.data.frame(patch_ndvi )
patch_ndvi $ ID = c(1 : 49 )
df @ data = merge(df @ data ,patch_ndvi )
head(df @ data )
## ID zone parcelle zone_eco sup.zone..ha. sup.parcelle..ha.
## 1 3 17 17C mixte 2.782 0.04
## 2 3 18 18A Jeune pinŠde blanche 0.213 0.04
## 3 3 20 20C Mixte surann‚ 1.761 0.04
## 4 3 13 13A mixte 1.441 0.04
## 5 3 20 20A Mixte surann‚ 1.761 0.04
## 6 3 17 17B mixte 2.782 0.04
## tot_drymass aerial_drymass root_drymass n_trees total_C n_living_trees
## 1 10449 8200 2250 39 5727 34
## 2 8861 6877 1984 95 4735 84
## 3 13799 10865 2934 33 7316 32
## 4 6035 4692 1343 51 3146 38
## 5 13441 10583 2858 28 7375 27
## 6 9865 7726 2140 40 5397 29
## mean_dhp max_dhp mean_height dom_sp est_age X ndvi ndvi_sd
## 1 22.8 49.2 15.1 PIB 45 NA 0.6688315 0.010359851
## 2 14.9 29.0 14.1 PIB 45 NA 0.6459874 0.026004052
## 3 22.6 68.8 16.5 Feuillu 55 NA 0.6705704 0.011261256
## 4 16.6 28.9 13.6 BOP 45 NA 0.6476816 0.009793101
## 5 23.8 55.4 17.1 Mixte 50 NA 0.6944277 0.021046173
## 6 23.5 42.4 18.3 PIB 45 NA 0.6749924 0.011763637
## layer V1
## 1 1 0.66122
## 2 1 0.66122
## 3 1 0.66122
## 4 1 0.66122
## 5 1 0.66122
## 6 1 0.66122
Patch metrics such as the ones produced by fragstats can also be obtained using package SDMTools
raster_forest = rasterize(forest_poly , forest $ NDVI )
plot(raster_forest )
patch = PatchStat(as.matrix(raster_forest ))
colnames(patch )[1 ]= " ID"
patch
## ID n.cell n.core.cell n.edges.perimeter n.edges.internal area core.area
## 1 1 174 86 94 602 174 86
## 2 2 534 287 260 1876 534 287
## 3 3 3739 3188 554 14402 3739 3188
## 4 4 1 0 4 0 1 0
## 5 5 1 0 4 0 1 0
## 6 6 1 0 4 0 1 0
## 7 7 2 0 6 2 2 0
## 8 8 4 0 10 6 4 0
## 9 9 8 0 16 16 8 0
## 10 10 26 2 30 74 26 2
## 11 11 42 9 42 126 42 9
## 12 12 13 0 20 32 13 0
## 13 13 1 0 4 0 1 0
## 14 14 1 0 4 0 1 0
## 15 15 3 0 8 4 3 0
## 16 16 3 0 8 4 3 0
## 17 17 2 0 6 2 2 0
## 18 18 1 0 4 0 1 0
## 19 19 1 0 4 0 1 0
## 20 20 13 0 22 30 13 0
## 21 21 3 0 8 4 3 0
## 22 22 5 0 12 8 5 0
## 23 23 11 0 18 26 11 0
## 24 24 3 0 8 4 3 0
## 25 25 6 0 14 10 6 0
## 26 26 3 0 8 4 3 0
## 27 27 1 0 4 0 1 0
## 28 28 1 0 4 0 1 0
## 29 29 1 0 4 0 1 0
## 30 30 1 0 4 0 1 0
## 31 31 2 0 6 2 2 0
## 32 32 5 0 12 8 5 0
## 33 33 1 0 4 0 1 0
## 34 34 19 0 26 50 19 0
## 35 35 188 89 110 642 188 89
## 36 36 20 4 20 60 20 4
## 37 37 1 0 4 0 1 0
## 38 38 18 3 20 52 18 3
## 39 39 1 0 4 0 1 0
## 40 40 89 29 68 288 89 29
## 41 41 56 11 56 168 56 11
## 42 42 26 4 30 74 26 4
## 43 43 599 418 188 2208 599 418
## 44 44 18 4 18 54 18 4
## 45 45 16 0 26 38 16 0
## 46 46 312 169 152 1096 312 169
## 47 47 180 88 102 618 180 88
## 48 48 45 13 40 140 45 13
## 49 49 1 0 4 0 1 0
## perimeter perim.area.ratio shape.index frac.dim.index core.area.index
## 1 94 0.5402299 1.740741 1.223868 0.49425287
## 2 260 0.4868914 2.765957 1.329339 0.53745318
## 3 554 0.1481680 2.252033 1.198766 0.85263439
## 4 4 4.0000000 1.000000 NaN 0.00000000
## 5 4 4.0000000 1.000000 NaN 0.00000000
## 6 4 4.0000000 1.000000 NaN 0.00000000
## 7 6 3.0000000 1.000000 1.169925 0.00000000
## 8 10 2.5000000 1.250000 1.321928 0.00000000
## 9 16 2.0000000 1.333333 1.333333 0.00000000
## 10 30 1.1538462 1.363636 1.236859 0.07692308
## 11 42 1.0000000 1.615385 1.258204 0.21428571
## 12 20 1.5384615 1.250000 1.254947 0.00000000
## 13 4 4.0000000 1.000000 NaN 0.00000000
## 14 4 4.0000000 1.000000 NaN 0.00000000
## 15 8 2.6666667 1.000000 1.261860 0.00000000
## 16 8 2.6666667 1.000000 1.261860 0.00000000
## 17 6 3.0000000 1.000000 1.169925 0.00000000
## 18 4 4.0000000 1.000000 NaN 0.00000000
## 19 4 4.0000000 1.000000 NaN 0.00000000
## 20 22 1.6923077 1.375000 1.329265 0.00000000
## 21 8 2.6666667 1.000000 1.261860 0.00000000
## 22 12 2.4000000 1.200000 1.365212 0.00000000
## 23 18 1.6363636 1.285714 1.254498 0.00000000
## 24 8 2.6666667 1.000000 1.261860 0.00000000
## 25 14 2.3333333 1.400000 1.398361 0.00000000
## 26 8 2.6666667 1.000000 1.261860 0.00000000
## 27 4 4.0000000 1.000000 NaN 0.00000000
## 28 4 4.0000000 1.000000 NaN 0.00000000
## 29 4 4.0000000 1.000000 NaN 0.00000000
## 30 4 4.0000000 1.000000 NaN 0.00000000
## 31 6 3.0000000 1.000000 1.169925 0.00000000
## 32 12 2.4000000 1.200000 1.365212 0.00000000
## 33 4 4.0000000 1.000000 NaN 0.00000000
## 34 26 1.3684211 1.444444 1.271415 0.00000000
## 35 110 0.5851064 1.964286 1.265816 0.47340426
## 36 20 1.0000000 1.111111 1.074487 0.20000000
## 37 4 4.0000000 1.000000 NaN 0.00000000
## 38 20 1.1111111 1.111111 1.113655 0.16666667
## 39 4 4.0000000 1.000000 NaN 0.00000000
## 40 68 0.7640449 1.789474 1.262394 0.32584270
## 41 56 1.0000000 1.866667 1.311218 0.19642857
## 42 30 1.1538462 1.363636 1.236859 0.15384615
## 43 188 0.3138564 1.918367 1.204063 0.69782972
## 44 18 1.0000000 1.000000 1.040750 0.22222222
## 45 26 1.6250000 1.625000 1.350220 0.00000000
## 46 152 0.4871795 2.111111 1.266789 0.54166667
## 47 102 0.5666667 1.888889 1.247335 0.48888889
## 48 40 0.8888889 1.428571 1.209766 0.28888889
## 49 4 4.0000000 1.000000 NaN 0.00000000
df @ data = merge(df @ data ,patch )
View(df @ data )
MERCI à Hugo Tremblay pour les données du picom réalisé sur la captation du carbone sur le campus
tutorials:
https://www.neonscience.org/dc-multiband-rasters-r
-https://cran.r-project.org/doc/contrib/intro-spatial-rl.pdf
-https://pakillo.github.io/R-GIS-tutorial/
-http://www.nickeubank.com/gis-in-r/
-http://remi-daigle.github.io/GIS_mapping_in_R/
-https://www.r-bloggers.com/using-r-as-a-gis/
cheat sheets
-https://www.maths.lancs.ac.uk/~rowlings/Teaching/UseR2012/cheatsheet.html
-http://www.nickeubank.com/wp-content/uploads/2015/10/gis_in_r_raster_cheatsheet.pdf
-http://www.nickeubank.com/wp-content/uploads/2015/10/gis_in_r_vector_cheatsheet.pdf