Glacier Change Detection in GRASS GIS
Contents
Purpose
The purpose of this tutorial is to visualize and assess the change in the extent of a marine-terminating glacier in the Canadian Arctic over time. To assess the change in extent, this tutorial will demonstrate how to classify the snow/ice cover in Landsat 8/9 images using a generic Normalized Difference Snow Index (NDSI) technique. This tutorial is
Introduction
Software Download and Instillation
This tutorial is demonstrated in Windows using GRASS GIS version 8.4.0. The latest version of GRASS GIS can be downloaded here
Data Sources
Landsat 8/9 Imagery
This tutorial uses the green and Short-Wave Infrared (SWIR) bands from 8 Landsat 8/9 images. The images were captured in late July/august when the Fiord was mostly free of ice. The Landsat imagery used in this tutorial can be found here
Additional Landsat imagery can be downloaded from the USGS Earth Explorer website. To download the data, create a free student account.
The ID and metadata for the specific images used in this lab are in the table below.
Landsat Image ID | Bands Used | Metadata |
---|---|---|
LC08_L2SP_060246_20140825_20200911_02_T1 | Example | Example |
LC08_L2SP_046248_20150810_20200908_02_T1 | Example | Example |
LC08_L2SP_057001_20160825_20200906_02_T1 | Example | Example |
LC08_L2SP_046248_20180802_20200831_02_T1 | Example | Example |
LC08_L2SP_048248_20190718_20200827_02_T1 | Example | Example |
LC08_L2SP_074244_20200811_20200918_02_T1 | Example | Example |
LC09_L2SP_046248_20220821_20230401_02_T1 | Example | Example |
LC08_L2SP_067245_20230819_20230826_02_T1 | Example | Example |
LC09_L2SP_052247_20240820_20240821_02_T1 | Example | Example |
Supplementary Vector Data
The supplementary vector data for this tutorial can be found here. The vector data includes a polygon computational region and a polygon outline of the Otto Glacier.
Methods
Set Up
Import Raster Data
Landsat imagery from USGS Earth Explorer will come in a .TAR format when downloaded. Use 7Zip file manager to extract the .TIF files.
To import the Landsat images to the workspace, go to "File" > "Import raster data" > "Import of common raster formats [r.in.gdal]"
Next, press "Browse" and find the extracted folders for the Landsat imagery. Import bands 3 and 6 for each image (.TIF files ending in "B6" and "B3"). Use a standardized naming convention for all of the images to make the analysis easier. For example, bands 3 and 6 from the 2014 image can be named L8_2014_B3 and L8_2014_B6, respectively.
Import Vector Data
To import the computation region and Otto Glacier outline vector files, go to "File" > "Import vector data" > "Import of common vector formats [v.in.ogr]".
Using the "Browse" button, find the "CR.shp" and "OttoFiord17N.shp" shapefiles that were downloaded earlier, and import them one at a time.
Set Computational Region
GRASS GIS requires a computational region to properly perform calculations on a raster. To set the computational region, "Settings" > "Computational region" > "Set region [g.region]".
Find the drop-down menu called "[multiple] Set region to match vector map(s)", and select the "CR" vector layer. Press run.
Mask Rasters
To isolate the glacier tongue from the rest of the image, we will use a vector mask tp mask the Landsat imagery.
To create a mask, go to "Raster" > "Mask [r.mask]". Then, press on the "Vector" tab and select "OttoFiord17N" from the "Name of vector map to use as a mask" drop-down menu. Press run.
Calculate NDSI
Use the "Raster map calculator" to calculate the NDSI rasters for each year. To find the raster calculator, go to "Raster" > "Raster map calculator" > "Raster map calculator [r.mapcalc]".
The NDSI formula is "(Green-SWIR)/(Green+SWIR)," where Green is the green band, and SWIR is the SWIR band for an image. For Landsat 8/9 imagery, B3 is the green band, and B6 is the SWIR band.
In the "Expression" text box, paste this formula: (float( raster_B3 ) - float( raster_B6 ) ) /(float( raster_B3 ) + float( raster_B6 ) ). The float function allows the output to have decimal places.
Then, change raster_B3 and raster_B6 to the appropriate names. Raster names can be input by clicking on the raster from the "Insert existing raster map" drop-down menu.
Finally, press "Run". The new NDSI raster will be added to the workspace. Repeat this step for every Landsat image in the time series.
Convert Null values
The rasters contain Null values that will hinder the analysis. To deal with this problem, we will cover the null values to 0.
First, go to "Rasters" > "Develop raster map" > "Manage Null values [r.null]"
Then, change the input raster to an NDVI raster in the "Name of raster map" drop-down menu.
Next, go to the "Modify" tab and enter 0 in the "The value to replace the null value by" box. Press run and repeat for all of the NDSI rasters.
Reclassify NDSI Rasters
Once we calculate the NDSI rasters, we need to reclassify them to identify the glacier from the rest of the image. The NDSI rasters have values between -1 and 1, with values greater than 0.4 representing snow or ice.
Open the raster calculator. In the expression box, paste this formula: ```if ( NDSI_raster >= 0.4, 1, if( NDSI_raster < 0.4,0))```, and change the name from "NDSI_raster" to the name of the 2014 raster.
Press run and repeat with the other 7 NDSI rasters.
This formula tells the raster calculator to reclassify the raster values as 1 if they have an NDSI value greater than 0.4 and 0 if they have a value less than 0.4. Cells with a value of 1 represent the glacier, and cells with a value of 0 represent everything else
Converting Raster to Vector
Before starting the time series analysis, we need to create a new vector mask that describes the maximum extent of the glacier. This will help eliminate noise created by remnant sea ice in the Fiord that was incorrectly identified as the glacier in the NDVI raster.
For this step, we will assume that the 2014 reclassified NDSI raster describes the maximum extent of the glacier within the 10 years of imagery in the time series.
First, go to "Raster" > "Map type conversions" > "Raster to vector [r.to.vect]"
Next, input the name of the 2014 reclassified NDSI raster into the "Name of input raster map" box. Name the output vector layer "Extent2014", and change the "Output feature type" to "area". Press run
The output of this tool will be a vector of the 2014 NDSI reclassified raster with values of 1 and 0.
Then, with the Extent2014 layer displayed on the map, press the select feature's icon, and press on the glacier polygon within the layer. The selection should look like this:
Finally, press the "Create new map" button to create a new layer. Delete the previous vector mask from the workspace and create a new mask using this Extent2014_selection layer.
Time Series Change Detection with Landsat 8/9
There are two parts to the time series change detection. First, we will visualize the change to the extent of the Otto Glacier Tongue over the 10 year times series. Then, we will calculate the change statistics.
Open the raster map calculator, and past this expression into the expression box, : ```2014_NDSI_Reclass@PERMANENT + 2015_NDSI_Reclass@PERMANENT + 2016_NDSI_Reclass@PERMANENT + 2018_NDSI_Reclass@PERMANENT + 2019_NDSI_Reclass@PERMANENT + 2020_NDSI_Reclass@PERMANENT + 2023_NDSI_Reclass@PERMANENT + 2024_NDSI_Reclass@PERMANENT```
Change the raster names if required, give the output raster a name, and press run
The final output will have values between 1 and 8. A cell value of 1 represents parts of the glacier tongue that disappeared after 2014, a value of two represents parts of the glacier tongue that disappeared after 2015, a value of three represents parts of the glacier that disappeared after 2016, and so on and so forth. Cells that have a maximum value of 8 represent the remaining extent of the glacier.
To better visualize this trend, we can change the symbolization of the output raster.
Right-click on the layer in the layers pane and go to "Set colour table". Then, press the defined tab and locate the "gyr" colour table under the "Name of colour table" drop-down menu. Check the invert box and press run. This resulting layer will look like this: