The NSF sponsored joint NCAR/NEON workshop, Predicting life in the Earth system – linking the geosciences and ecology, is an opportunity to bring together members of the atmospheric science and ecological communities to advance the capability of Earth system prediction to include terrestrial ecosystems and biological resources. The workshop’s overarching theme will focus on convergent research between the geosciences and ecology for ecological forecasting and prediction at subseasonal to seasonal, seasonal to decadal, and centennial timescales, including use of observations, required data services infrastructure, and models.
The National Socio-Environmental Synthesis Center (SESYNC) announces its Spring 2020 Request for Proposals for collaborative team-based research projects that synthesize existing data, methods, theories, and tools to address a pressing socio-environmental problem. The request includes a research topic focused on NEON-enabled Socio-Environmental Synthesis. Proposals are due March 30, 2020 at 5 p.m. ET.
In this tutorial, we will learn how to plot spectral signatures of several
different land cover types using an interactive click feature of the
terra package.
Learning Objectives
After completing this activity, you will be able to:
Extract and plot spectra from an HDF5 file.
Work with groups and datasets within an HDF5 file.
Use the terra::click() function to interact with an RGB raster image
Things You’ll Need To Complete This Tutorial
To complete this tutorial you will need the most current version of R and,
preferably, RStudio loaded on your computer.
These hyperspectral remote sensing data provide information on the National Ecological Observatory Network'sSan Joaquin Experimental Range (SJER) field site in March of 2021. The data used in this lesson is the 1km by 1km mosaic tile named NEON_D17_SJER_DP3_257000_4112000_reflectance.h5. If you already completed the previous lesson in this tutorial series, you do not need to download this data again. The entire SJER reflectance dataset can be accessed from the NEON Data Portal.
Set Working Directory: This lesson assumes that you have set your working directory to the location of the downloaded data.
This tutorial will require that you be comfortable navigating HDF5 files, and have an understanding of what spectral signatures are. For additional information on these topics, we highly recommend you work through the earlier tutorials in this Introduction to Hyperspectral Remote Sensing Data series before starting on this tutorial.
Getting Started
First, we need to load our required packages and set the working directory.
# load required packages
library(rhdf5)
library(reshape2)
library(terra)
library(plyr)
library(ggplot2)
library(grDevices)
# set working directory, you can change this if desired
wd <- "~/data/"
setwd(wd)
Download the reflectance tile, if you haven't already, using neonUtilities::byTileAOP:
byTileAOP(dpID = 'DP3.30006.001',
site = 'SJER',
year = '2021',
easting = 257500,
northing = 4112500,
savepath = wd)
And then we can read in the hyperspectral hdf5 data. We will also collect a few other important pieces of information (band wavelengths and scaling factor) while we're at it.
# define filepath to the hyperspectral dataset
h5_file <- paste0(wd,"DP3.30006.001/neon-aop-products/2021/FullSite/D17/2021_SJER_5/L3/Spectrometer/Reflectance/NEON_D17_SJER_DP3_257000_4112000_reflectance.h5")
# read in the wavelength information from the HDF5 file
wavelengths <- h5read(h5_file,"/SJER/Reflectance/Metadata/Spectral_Data/Wavelength")
# grab scale factor from the Reflectance attributes
reflInfo <- h5readAttributes(h5_file,"/SJER/Reflectance/Reflectance_Data" )
scaleFact <- reflInfo$Scale_Factor
Now, we will read in the RGB image that we created in an earlier tutorial and plot it.
# read in RGB image as a 'stack' rather than a plain 'raster'
rgbStack <- rast(paste0(wd,"NEON_hyperspectral_tutorial_example_RGB_image.tif"))
# plot as RGB image, with a linear stretch
plotRGB(rgbStack,
r=1,g=2,b=3, scale=300,
stretch = "lin")
Interactive click Function from the terra Package
Next, we use an interactive clicking function to identify the pixels that we want to extract spectral signatures for. To follow along with this tutorial, we suggest the following six cover types (exact locations shown in the image below).
Water
Tree canopy (avoid the shaded northwestern side of the tree)
Irrigated grass
Bare soil (baseball diamond infield)
Building roof (blue)
Road
As shown here:
Six different land cover types chosen for this study in the order listed above (red numbers). This image is displayed with a histogram stretch.
Data Tip: Note from the terra::click Description (which you can read by typing help("click"): click "does not work well on the default RStudio plotting device. To work around that, you can first run dev.new(noRStudioGD = TRUE) which will create a separate window for plotting, then use plot() followed by click() and click on the map."
For this next part, if you are following along in RStudio, you will need to enter these line below directly in the Console. dev.new(noRStudioGD = TRUE) will open up a separate window for plotting, which is where you will click the pixels to extract spectra, using the terra::click functionality.
dev.new(noRStudioGD = TRUE)
Now we can create our RGB plot, and start clicking on this in the pop-out Graphics window.
# change plotting parameters to better see the points and numbers generated from clicking
par(col="red", cex=2)
# use a histogram stretch in order to provide more contrast for selecting pixels
plotRGB(rgbStack, r=1, g=2, b=3, scale=300, stretch = "hist")
# use the 'click' function
c <- click(rgbStack, n = 6, id=TRUE, xy=TRUE, cell=TRUE, type="p", pch=16, col="red", col.lab="red")
Once you have clicked your six points, the graphics window should close. If you want to choose new points, or if you accidentally clicked a point that you didn't intend to, run the previous 2 chunks of code again to re-start.
The click() function identifies the cell number that you clicked, but in order to extract spectral signatures, we need to convert that cell number into a row and column, as shown here:
# convert raster cell number into row and column (used to extract spectral signature below)
c$row <- c$cell%/%nrow(rgbStack)+1 # add 1 because R is 1-indexed
c$col <- c$cell%%ncol(rgbStack)
Extract Spectral Signatures from HDF5 file
Next, we will loop through each of the cells that and use the h5read() function to extract the reflectance values of all bands from the given pixel (row and column).
# create a new dataframe from the band wavelengths so that we can add the reflectance values for each cover type
pixel_df <- as.data.frame(wavelengths)
# loop through each of the cells that we selected
for(i in 1:length(c$cell)){
# extract spectral values from a single pixel
aPixel <- h5read(h5_file,"/SJER/Reflectance/Reflectance_Data",
index=list(NULL,c$col[i],c$row[i]))
# scale reflectance values from 0-1
aPixel <- aPixel/as.vector(scaleFact)
# reshape the data and turn into dataframe
b <- adply(aPixel,c(1))
# rename the column that we just created
names(b)[2] <- paste0("Point_",i)
# add reflectance values for this pixel to our combined data.frame called pixel_df
pixel_df <- cbind(pixel_df,b[2])
}
Plot Spectral signatures using ggplot2
Finally, we have everything that we need to plot the spectral signatures for each of the pixels that we clicked. In order to color our lines by the different land cover types, we will first reshape our data using the melt() function, then plot the spectral signatures.
# Use the melt() function to reshape the dataframe into a format that ggplot prefers
pixel.melt <- reshape2::melt(pixel_df, id.vars = "wavelengths", value.name = "Reflectance")
# Now, let's plot the spectral signatures!
ggplot()+
geom_line(data = pixel.melt, mapping = aes(x=wavelengths, y=Reflectance, color=variable), lwd=1.5)+
scale_colour_manual(values = c("blue3","green4","green2","tan4","grey50","black"),
labels = c("Water","Tree","Grass","Soil","Roof","Road"))+
labs(color = "Cover Type")+
ggtitle("Land cover spectral signatures")+
theme(plot.title = element_text(hjust = 0.5, size=20))+
xlab("Wavelength")
Nice! However, there seems to be something weird going on in the wavelengths near ~1400nm and ~1850 nm...
Atmospheric Absorption Bands
Those irregularities around 1400nm and 1850 nm are two major atmospheric absorption bands - regions where gasses in the atmosphere (primarily carbon dioxide and water vapor) absorb radiation, and therefore, obscure the reflected radiation that the imaging spectrometer measures. Fortunately, the lower and upper bound of each of those atmospheric absorption bands is specified in the HDF5 file. Let's read those bands and plot rectangles where the reflectance measurements are obscured by atmospheric absorption.
Now we can clearly see that the noisy sections of each spectral signature are within the atmospheric absorption bands. For our final step, let's take all reflectance values from within each absorption band and set them to NA to remove the noisiest sections from the plot.
# Duplicate the spectral signatures into a new data.frame
pixel.melt.masked <- pixel.melt
# Mask out all values within each of the two atmospheric absorption bands
pixel.melt.masked[pixel.melt.masked$wavelengths>ab1[1]&pixel.melt.masked$wavelengths<ab1[2],]$Reflectance <- NA
pixel.melt.masked[pixel.melt.masked$wavelengths>ab2[1]&pixel.melt.masked$wavelengths<ab2[2],]$Reflectance <- NA
# Plot the masked spectral signatures
ggplot()+
geom_line(data = pixel.melt.masked, mapping = aes(x=wavelengths, y=Reflectance, color=variable), lwd=1.5)+
scale_colour_manual(values = c("blue3","green4","green2","tan4","grey50","black"),
labels = c("Water","Tree","Grass","Soil","Roof","Road"))+
labs(color = "Cover Type")+
ggtitle("Land cover spectral signatures with\n atmospheric absorption bands removed")+
theme(plot.title = element_text(hjust = 0.5, size=20))+
xlab("Wavelength")
There you have it, spectral signatures for six different land cover types, with the regions from the atmospheric absorption bands removed.
Challenge: Compare Spectral Signatures
There are many interesting comparisons to make with spectral signatures.
Try these challenges to explore hyperspectral data further:
Compare six different types of vegetation, and pick an appropriate color for each of their lines. A nice guide to the many different color options in R can be found here.
What happens if you only click five points? What about ten? How does this change the spectral signature plots, and can you fix any errors that occur?
Does shallow water have a different spectral signature than deep water?
In this tutorial, we will subset an existing HDF5 file containing NEON
hyperspectral data. The purpose of this exercise is to generate a smaller
file for use in subsequent analyses to reduce the file transfer time and
processing power needed.
Learning Objectives
After completing this activity, you will be able to:
Navigate an HDF5 file to identify the variables of interest.
Generate a new HDF5 file from a subset of the existing dataset.
Save the new HDF5 file for future use.
Things You’ll Need To Complete This Tutorial
To complete this tutorial you will need the most current version of R and,
preferably, RStudio loaded on your computer.
The purpose of this tutorial is to reduce a large file (~652Mb) to a smaller
size. The download linked here is the original large file, and therefore you may
choose to skip this tutorial and download if you are on a slow internet connection
or have file size limitations on your device.
These data were collected over the San Joaquin field site located in California
(Domain 17) in March of 2019 and processed at NEON headquarters. This particular mosaic tile is
named NEON_D17_SJER_DP3_257000_4112000_reflectance.h5. The entire dataset can be accessed by
request from the NEON Data Portal.
R Script & Challenge Code: NEON data lessons often contain challenges that reinforce
learned skills. If available, the code for challenge solutions is found in the
downloadable R script of the entire lesson, available in the footer of each lesson page.
Recommended Skills
For this tutorial, we recommend that you have some basic familiarity with the
HDF5 file format, including knowing how to open HDF5 files (in Rstudio or
HDF5Viewer) and how groups and metadata are structured. To brush up on these
skills, we suggest that you work through the
Introduction to Working with HDF5 Format in R series
before moving on to this tutorial.
Why subset your dataset?
There are many reasons why you may wish to subset your HDF5 file.
Primarily, HDF5 files may contain a large amount of information
that is not necessary for your purposes. By subsetting the file,
you can reduce file size, thereby shrinking your storage needs,
shortening file transfer/download times, and reducing your processing
time for analysis. In this example, we
will take a full HDF5 file of NEON hyperspectral reflectance data
from the San Joaquin Experimental Range (SJER) that has a file size
of ~652 Mb and make a new HDF5 file with a reduced spatial extent,
and a reduced spectral resolution, yielding a file of only ~50.1 Mb.
This reduction in file size will make it easier and faster to conduct
your analysis and to share your data with others. We will then use this
subsetted file in the Introduction to Hyperspectral Remote Sensing Data series.
Exploring the NEON hyperspectral HDF5 file structure
In order to determine what information that we want to put into our subset, we
should first take a look at the full NEON hyperspectral HDF5 file structure to
see what is included. To do so, we will load the required package for this
tutorial (you can un-comment the middle two lines to load 'BiocManager' and
'rhdf5' if you don't already have it on your computer).
# Install rhdf5 package (only need to run if not already installed)
# install.packages("BiocManager")
# BiocManager::install("rhdf5")
# Load required packages
library(rhdf5)
Next, we define our working directory where we have saved the full HDF5
file of NEON hyperspectral reflectance data from the SJER site. Note,
the filepath to the working directory will depend on your local environment.
Then, we create a string (f) of the HDF5 filename and read its attributes.
# set working directory to ensure R can find the file we wish to import and where
# we want to save our files. Be sure to move the download into your working directory!
wd <- "~/Documents/data/" # This will depend on your local environment
setwd(wd)
# Make the name of our HDF5 file a variable
f_full <- paste0(wd,"NEON_D17_SJER_DP3_257000_4112000_reflectance.h5")
Next, let's take a look at the structure of the full NEON hyperspectral
reflectance HDF5 file.
View(h5ls(f_full, all=T))
Wow, there is a lot of information in there! The majority of the groups contained
within this file are Metadata, most of which are used for processing the raw
observations into the reflectance product that we want to use. For demonstration
and teaching purposes, we will not need this information. What we will need are
things like the Coordinate_System information (so that we can georeference these
data), the Wavelength dataset (so that we can match up each band with its appropriate
wavelength in the electromagnetic spectrum), and of course the Reflectance_Data
themselves. You can also see that each group and dataset has a number of associated
attributes (in the 'num_attrs' column). We will want to copy over those attributes
into the data subset as well. But first, we need to define each of the groups that
we want to populate in our new HDF5 file.
Create new HDF5 file framework
In order to make a new subset HDF5 file, we first must create an empty file
with the appropriate name, then we will begin to fill in that file with the
essential data and attributes that we want to include. Note that the function
h5createFile() will not overwrite an existing file. Therefore, if you have
already created or downloaded this file, the function will throw an error!
Each function should return 'TRUE' if it runs correctly.
# First, create a name for the new file
f <- paste0(wd, "NEON_hyperspectral_tutorial_example_subset.h5")
# create hdf5 file
h5createFile(f)
## [1] TRUE
# Now we create the groups that we will use to organize our data
h5createGroup(f, "SJER/")
## [1] TRUE
h5createGroup(f, "SJER/Reflectance")
## [1] TRUE
h5createGroup(f, "SJER/Reflectance/Metadata")
## [1] TRUE
h5createGroup(f, "SJER/Reflectance/Metadata/Coordinate_System")
## [1] TRUE
h5createGroup(f, "SJER/Reflectance/Metadata/Spectral_Data")
## [1] TRUE
Adding group attributes
One of the great things about HDF5 files is that they can contain
data and attributes within the same group.
As explained within the Introduction to Working with HDF5 Format in R series,
attributes are a type of metadata that are associated with an HDF5 group or
dataset. There may be multiple attributes associated with each group and/or
dataset. Attributes come with a name and an associated array of information.
In this tutorial, we will read the existing attribute data from the full
hyperspectral tile using the h5readAttributes() function (which returns
a list of attributes), then we loop through those attributes and write
each attribute to its appropriate group using the h5writeAttribute() function.
First, we will do this for the low-level "SJER/Reflectance" group. In this step,
we are adding attributes to a group rather than a dataset. To do so, we must
first open a file and group interface using the H5Fopen and H5Gopen functions,
then we can use h5writeAttribute() to edit the group that we want to give
an attribute.
a <- h5readAttributes(f_full,"/SJER/Reflectance/")
fid <- H5Fopen(f)
g <- H5Gopen(fid, "SJER/Reflectance")
for(i in 1:length(names(a))){
h5writeAttribute(attr = a[[i]], h5obj=g, name=names(a[i]))
}
# It's always a good idea to close the file connection immidiately
# after finishing each step that leaves an open connection.
h5closeAll()
Next, we will loop through each of the datasets within the Coordinate_System
group, and copy those (and their attributes, if present) from the full tile
to our subset file. The Coordinate_System group contains many important pieces
of information for geolocating our data, so we need to make sure that the
subset file has that information.
# make a list of all groups within the full tile file
ls <- h5ls(f_full,all=T)
# make a list of all of the names within the Coordinate_System group
cg <- unique(ls[ls$group=="/SJER/Reflectance/Metadata/Coordinate_System",]$name)
# Loop through the list of datasets that we just made above
for(i in 1:length(cg)){
print(cg[i])
# Read the inividual dataset within the Coordinate_System group
d=h5read(f_full,paste0("/SJER/Reflectance/Metadata/Coordinate_System/",cg[i]))
# Read the associated attributes (if any)
a=h5readAttributes(f_full,paste0("/SJER/Reflectance/Metadata/Coordinate_System/",cg[i]))
# Assign the attributes (if any) to the dataset
attributes(d)=a
# Finally, write the dataset to the HDF5 file
h5write(obj=d,file=f,
name=paste0("/SJER/Reflectance/Metadata/Coordinate_System/",cg[i]),
write.attributes=T)
}
## [1] "Coordinate_System_String"
## [1] "EPSG Code"
## [1] "Map_Info"
## [1] "Proj4"
Spectral Subsetting
The goal of subsetting this dataset is to substantially reduce the file size,
making it faster to download and process these data. While each AOP mosaic tile
is not particularly large in terms of its spatial scale (1km by 1km at 1m
resolution= 1,000,000 pixels, or about half as many pixels at shown on a standard
1080p computer screen), the 426 spectral bands available result in a fairly large
file size. Therefore, we will reduce the spectral resolution of these data by
selecting every fourth band in the dataset, which reduces the file size to 1/4
of the original!
Some circumstances demand the full spectral resolution file. For example, if you
wanted to discern between the spectral signatures of similar minerals, or if you
were conducting an analysis of the differences in the 'red edge' between plant
functional types, you would want to use the full spectral resolution of the
original hyperspectral dataset. Still, we can use far fewer bands for demonstration
and teaching purposes, while still getting a good sense of what these hyperspectral
data can do.
# First, we make our 'index', a list of number that will allow us to select every fourth band, using the "sequence" function seq()
idx <- seq(from = 1, to = 426, by = 4)
# We then use this index to select particular wavelengths from the full tile using the "index=" argument
wavelengths <- h5read(file = f_full,
name = "SJER/Reflectance/Metadata/Spectral_Data/Wavelength",
index = list(idx)
)
# As per above, we also need the wavelength attributes
wavelength.attributes <- h5readAttributes(file = f_full,
name = "SJER/Reflectance/Metadata/Spectral_Data/Wavelength")
attributes(wavelengths) <- wavelength.attributes
# Finally, write the subset of wavelengths and their attributes to the subset file
h5write(obj=wavelengths, file=f,
name="SJER/Reflectance/Metadata/Spectral_Data/Wavelength",
write.attributes=T)
Spatial Subsetting
Even after spectral subsetting, our file size would be greater than 100Mb.
herefore, we will also perform a spatial subsetting process to further
reduce our file size. Now, we need to figure out which part of the full image
that we want to extract for our subset. It takes a number of steps in order
to read in a band of data and plot the reflectance values - all of which are
thoroughly described in the Intro to Working with Hyperspectral Remote Sensing Data in HDF5 Format in R
tutorial. For now, let's focus on the essentials for our problem at hand. In
order to explore the spatial qualities of this dataset, let's plot a single
band as an overview map to see what objects and land cover types are contained
within this mosaic tile. The Reflectance_Data dataset has three dimensions in
the order of bands, columns, rows. We want to extract a single band, and all
1,000 columns and rows, so we will feed those values into the index= argument
as a list. For this example, we will select the 58th band in the hyperspectral
dataset, which corresponds to a wavelength of 667nm, which is in the red end of
the visible electromagnetic spectrum. We will use NULL in the column and row
position to indicate that we want all of the columns and rows (we agree that
it is weird that NULL indicates "all" in this circumstance, but that is the
default behavior for this, and many other, functions).
# Extract or "slice" data for band 58 from the HDF5 file
b58 <- h5read(f_full,name = "SJER/Reflectance/Reflectance_Data",
index=list(58,NULL,NULL))
h5closeAll()
# convert from array to matrix
b58 <- b58[1,,]
# Make a plot to view this band
image(log(b58), col=grey(0:100/100))
As we can see here, this hyperspectral reflectance tile contains a school campus
that is under construction. There are many different land cover types contained
here, which makes it a great example! Perhaps the most unique feature shown is in
the bottom right corner of this image, where we can see the tip of a small reservoir.
Let's be sure to capture this feature in our spatial subset, as well as a few other
land cover types (irrigated grass, trees, bare soil, and buildings).
While raster images count their pixels from the top left corner, we are working
with a matrix, which counts its pixels from the bottom left corner. Therefore,
rows are counted from the bottom to the top, and columns are counted from the
left to the right. If we want to sample the bottom right quadrant of this image,
we need to select rows 1 through 500 (bottom half), and columns 501 through 1000
(right half). Note that, as above, the index= argument in h5read() requires
a list of three dimensions for this example - in the order of bands, columns,
rows.
subset_rows <- 1:500
subset_columns <- 501:1000
# Extract or "slice" data for band 44 from the HDF5 file
b58 <- h5read(f_full,name = "SJER/Reflectance/Reflectance_Data",
index=list(58,subset_columns,subset_rows))
h5closeAll()
# convert from array to matrix
b58 <- b58[1,,]
# Make a plot to view this band
image(log(b58), col=grey(0:100/100))
Perfect - now we have a spatial subset that includes all of the different land
cover types that we are interested in investigating.
### Challenge: Pick your subset
Pick your own area of interest for this spatial subset, and find the rows and
columns that capture that area. Can you include some solar panels, as well as
the water body?
Does it make a difference if you use a band from another part of the
electromagnetic spectrum, such as the near-infrared? Hint: you can use the
'wavelengths' function above while removing the index= argument to get the
full list of band wavelengths.
Extracting a subset
Now that we have determined our ideal spectral and spatial subsets for our
analysis, we are ready to put both of those pieces of information into our
h5read() function to extract our example subset out of the full NEON
hyperspectral dataset. Here, we are taking every fourth band (using our idx
variabe), columns 501:1000 (the right half of the tile) and rows 1:500 (the
bottom half of the tile). The results in us extracting every fourth band of
the bottom-right quadrant of the mosaic tile.
# Read in reflectance data.
# Note the list that we feed into the index argument!
# This tells the h5read() function which bands, rows, and
# columns to read. This is ultimately how we reduce the file size.
hs <- h5read(file = f_full,
name = "SJER/Reflectance/Reflectance_Data",
index = list(idx, subset_columns, subset_rows)
)
As per the 'adding group attributes' section above, we will need to add the
attributes to the hyperspectral data (hs) before writing to the new HDF5
subset file (f). The hs variable already has one attribute, $dim, which
contains the actual dimensions of the hs array, and will be important for
writing the array to the f file later. We will want to combine this attribute
with all of the other Reflectance_Data group attributes from the original HDF5
file, f. However, some of the attributes will no longer be valid, such as the
Dimensions and Spatial_Extent_meters attributes, so we will need to overwrite
those before assigning these attributes to the hs variable to then write to
the f file.
# grab the '$dim' attribute - as this will be needed
# when writing the file at the bottom
hsd <- attributes(hs)
# We also need the attributes for the reflectance data.
ha <- h5readAttributes(file = f_full,
name = "SJER/Reflectance/Reflectance_Data")
# However, some of the attributes are not longer valid since
# we changed the spatial extend of this dataset. therefore,
# we will need to overwrite those with the correct values.
ha$Dimensions <- c(500,500,107) # Note that the HDF5 file saves dimensions in a different order than R reads them
ha$Spatial_Extent_meters[1] <- ha$Spatial_Extent_meters[1]+500
ha$Spatial_Extent_meters[3] <- ha$Spatial_Extent_meters[3]+500
attributes(hs) <- c(hsd,ha)
# View the combined attributes to ensure they are correct
attributes(hs)
## $dim
## [1] 107 500 500
##
## $Cloud_conditions
## [1] "For cloud conditions information see Weather Quality Index dataset."
##
## $Cloud_type
## [1] "Cloud type may have been selected from multiple flight trajectories."
##
## $Data_Ignore_Value
## [1] -9999
##
## $Description
## [1] "Atmospherically corrected reflectance."
##
## $Dimension_Labels
## [1] "Line, Sample, Wavelength"
##
## $Dimensions
## [1] 500 500 107
##
## $Interleave
## [1] "BSQ"
##
## $Scale_Factor
## [1] 10000
##
## $Spatial_Extent_meters
## [1] 257500 258000 4112500 4113000
##
## $Spatial_Resolution_X_Y
## [1] 1 1
##
## $Units
## [1] "Unitless."
##
## $Units_Valid_range
## [1] 0 10000
# Finally, write the hyperspectral data, plus attributes,
# to our new file 'f'.
h5write(obj=hs, file=f,
name="SJER/Reflectance/Reflectance_Data",
write.attributes=T)
## You created a large dataset with compression and chunking.
## The chunk size is equal to the dataset dimensions.
## If you want to read subsets of the dataset, you should testsmaller chunk sizes to improve read times.
# It's always a good idea to close the HDF5 file connection
# before moving on.
h5closeAll()
That's it! We just created a subset of the original HDF5 file, and included the
most essential groups and metadata for exploratory analysis. You may consider
adding other information, such as the weather quality indicator, when subsetting
datasets for your own purposes.
If you want to take a look at the subset that you just made, run the h5ls() function:
This tutorial explores NEON geolocation data. The focus is on the locations
of NEON observational sampling and sensor data; NEON remote sensing data are
inherently spatial and have dedicated tutorials. If you are interested in
connecting remote sensing with ground-based measurements, the methods in
the vegetation structure and canopy height model
tutorial can be generalized to other data products.
In planning your analyses, consider what level of spatial resolution is
required. There is no reason to carefully map each measurement if precise
spatial locations aren't required to address your hypothesis! For example,
if you want to use the Vegetation structure
data product to calculate a site-scale estimate of biomass and production,
the spatial coordinates of each tree are probably not needed. If
you want to explore relationships between vegetation and beetle communities,
you will need to identify the sampling plots where NEON measures both beetles
and vegetation, but finer-scale coordinates may not be needed. Finally, if
you want to relate vegetation measurements to airborne remote sensing data,
you will need very accurate coordinates for each measurement on the ground.
Learning Objectives
After completing this tutorial you will be able to:
access NEON spatial data through data downloaded with the
neonUtilities package.
access and plot specific sampling locations for TOS data products.
access and use sensor location data.
Things You’ll Need To Complete This Tutorial
R Programming Language
You will need a current version of R to complete this tutorial. We also recommend
the RStudio IDE to work with R.
Setup R Environment
We'll need several R packages in this tutorial. Install the packages, if not
already installed, and load the libraries for each.
# run once to get the package, and re-run if you need to get updates
install.packages("ggplot2") # plotting
install.packages("neonUtilities") # work with NEON data
install.packages("neonOS") # work with NEON observational data
install.packages("devtools") # to use the install_github() function
devtools::install_github("NEONScience/NEON-geolocation/geoNEON") # work with NEON spatial data
# run every time you start a script
library(ggplot2)
library(neonUtilities)
library(neonOS)
library(geoNEON)
options(stringsAsFactors=F)
Locations for observational data
Plot level locations
Both aquatic and terrestrial observational data downloads include spatial
data in the downloaded files. The spatial data in the aquatic data files
are the most precise locations available for the sampling events. The
spatial data in the terrestrial data downloads represent the locations of
the sampling plots. In some cases, the plot is the most precise location
available, but for many terrestrial data products, more precise locations
can be calculated for specific sampling events.
Here, we'll download the Vegetation structure (DP1.10098.001) data
product, examine the plot location data in the download, then calculate
the locations of individual trees. These steps can be extrapolated to other
terrestrial observational data products; the specific sampling layout
varies from data product to data product, but the methods for working with
the data are similar.
First, let's download the vegetation structure data from one site, Wind
River Experimental Forest (WREF).
If downloading data using the neonUtilities package is new to you, check out
the Download and Explore tutorial.
# load veg structure data
vst <- loadByProduct(dpID="DP1.10098.001",
site="WREF",
check.size=F)
Data downloaded this way are stored in R as a large list. For this tutorial,
we'll work with the individual dataframes within this large list.
Alternatively, each dataframe can be assigned as its own object.
To find the spatial data for any given data product, view the variables files
to figure out which data table the spatial data are contained in.
View(vst$variables_10098)
Looking through the variables, we can see that the spatial data
(decimalLatitude and decimalLongitude, etc) are in the
vst_perplotperyear table. Let's take a look at
the table.
View(vst$vst_perplotperyear)
As noted above, the spatial data here are at the plot level; the
latitude and longitude represent the centroid of the sampling plot.
We can map these plots on the landscape using the easting and
northing variables; these are the UTM coordinates. At this site,
tower plots are 40 m x 40 m, and distributed plots are 20 m x 20 m;
we can use the symbols() function to draw boxes of the correct
size.
We'll also use the treesPresent variable to subset to only
those plots where trees were found and measured.
# start by subsetting data to plots with trees
vst.trees <- vst$vst_perplotperyear[which(
vst$vst_perplotperyear$treesPresent=="Y"),]
# make variable for plot sizes
plot.size <- numeric(nrow(vst.trees))
# populate plot sizes in new variable
plot.size[which(vst.trees$plotType=="tower")] <- 40
plot.size[which(vst.trees$plotType=="distributed")] <- 20
# create map of plots
symbols(vst.trees$easting,
vst.trees$northing,
squares=plot.size, inches=F,
xlab="Easting", ylab="Northing")
We can see where the plots are located across the landscape, and
we can see the denser cluster of plots in the area near the
micrometeorology tower.
For many analyses, this level of spatial data may be sufficient.
Calculating the precise location of each tree is only required for
certain hypotheses; consider whether you need these data when
working with a data product with plot-level spatial data.
Looking back at the variables_10098 table, notice that there is
a table in this data product called vst_mappingandtagging,
suggesting we can find mapping data there. Let's take a look.
View(vst$vst_mappingandtagging)
Here we see data fields for stemDistance and stemAzimuth. Looking
back at the variables_10098 file, we see these fields contain the
distance and azimuth from a pointID to a specific stem. To calculate
the precise coordinates of each tree, we would need to get the locations
of the pointIDs, and then adjust the coordinates based on distance and
azimuth. The Data Product User Guide describes how to carry out these
steps, and can be downloaded from the
Data Product Details page.
However, carrying out these calculations yourself is not the only option!
The geoNEON package contains a function that can do this for you, for
the TOS data products with location data more precise than the plot level.
Sampling locations
The getLocTOS() function in the geoNEON package uses the NEON API to
access NEON location data and then makes protocol-specific calculations
to return precise locations for each sampling effort. This function works for a
subset of NEON TOS data products. The list of tables and data products that can
be entered is in the
package documentation on GitHub.
For more information about the NEON API, see the
API tutorial
and the
API web page.
For more information about the location calculations used in each data product,
see the Data Product User Guide for each product.
The getLocTOS() function requires two inputs:
A data table that contains spatial data from a NEON TOS data product
The NEON table name of that data table
For vegetation structure locations, the function call looks like this. This
function may take a while to download all the location data. For faster
downloads, use an API token.
# calculate individual tree locations
vst.loc <- getLocTOS(data=vst$vst_mappingandtagging,
dataProd="vst_mappingandtagging")
What additional data are now available in the data obtained by getLocTOS()?
# print variable names that are new
names(vst.loc)[which(!names(vst.loc) %in%
names(vst$vst_mappingandtagging))]
## [1] "utmZone" "adjNorthing" "adjEasting"
## [4] "adjCoordinateUncertainty" "adjDecimalLatitude" "adjDecimalLongitude"
## [7] "adjElevation" "adjElevationUncertainty"
Now we have adjusted latitude, longitude, and elevation, and the
corresponding easting and northing UTM data. We also have coordinate
uncertainty data for these coordinates.
As we did with the plots above, we can use the easting and northing
data to plot the locations of the individual trees.
We can see the mapped trees in the same plots we mapped above.
We've plotted each individual tree as a ., so all we can see at
this scale is the cluster of dots that make up each plot.
Now we can see the location of each tree within the sampling plot WREF_085.
This is interesting, but it would be more interesting if we could see more
information about each tree. How are species distributed across the plot,
for instance?
We can plot the tree species at each location using the text() function
and the vst.loc$taxonID field.
Almost all of the mapped trees in this plot are either Pseudotsuga menziesii
or Tsuga heterophylla (Douglas fir and Western hemlock), not too
surprising at Wind River.
But suppose we want to map the diameter of each tree? This is a very common
way to present a stem map, it gives a visual as if we were looking down on
the plot from overhead and had cut off each tree at its measurement height.
Other than taxon, the attributes of the trees, such as diameter, height,
growth form, and canopy position, are found in the vst_apparentindividual
table, not in the vst_mappingandtagging table. We'll need to join the
two tables to get the tree attributes together with their mapped locations.
The neonOS package contains the function joinTableNEON(), which can be
used to do this. See the tutorial for the neonOS package for more details
about this function.
Now we can use the symbols() function to plot the diameter of each tree,
at its spatial coordinates, to create a correctly scaled map of boles in
the plot. Note that stemDiameter is in centimeters, while easting and
northing UTMs are in meters, so we divide by 100 to scale correctly.
If you are interested in taking the vegetation structure data a step
further, and connecting measurements of trees on the ground to remotely
sensed Lidar data, check out the
Vegetation Structure and Canopy Height Model tutorial.
If you are interested in working with other terrestrial observational (TOS)
data products, the basic techniques used here to find precise sampling
locations and join data tables can be adapted to other TOS data products.
Consult the Data Product User Guide for each data product to find
details specific to that data product.
Locations for sensor data
Downloads of instrument system (IS) data include a file called
sensor_positions.csv. The sensor positions file contains information
about the coordinates of each sensor, relative to a reference location.
While the specifics vary, techniques are generalizable for working with sensor
data and the sensor_positions.csv file. For this tutorial, let's look at the
sensor locations for soil temperature (PAR; DP1.00041.001) at
the NEON Treehaven site (TREE) in July 2018. To reduce our file size, we'll use
the 30 minute averaging interval. Our final product from this section is to
create a depth profile of soil temperature in one soil plot.
If downloading data using the neonUtilties package is new to you, check out the
neonUtilities tutorial.
This function will download about 7 MB of data as written so we have check.size =F
for ease of running the code.
# load soil temperature data of interest
soilT <- loadByProduct(dpID="DP1.00041.001", site="TREE",
startdate="2018-07", enddate="2018-07",
timeIndex=30, check.size=F)
## Attempting to stack soil sensor data. Note that due to the number of soil sensors at each site, data volume is very high for these data. Consider dividing data processing into chunks, using the nCores= parameter to parallelize stacking, and/or using a high-performance system.
Sensor positions file
Now we can specifically look at the sensor positions file.
Soil temperature data are collected in 5 instrumented soil plots inside the
tower footprint. We see this reflected in the data where HOR = 001 to 005.
Within each plot, temperature is measured at 9 depths, seen in VER = 501 to
509. At some sites, the number of depths may differ slightly.
The x, y, and z offsets in the sensor positions file are the relative distance,
in meters, to the reference latitude, longitude, and elevation in the file.
The HOR and VER indices in the sensor positions file correspond to the
verticalPosition and horizontalPosition fields in soilT$ST_30_minute.
Note that there are two sets of position data for soil plot 001, and that
one set has a positionEndDateTime date in the file. This indicates sensors either
moved or were relocated; in this case there was a frost heave incident.
You can read about it in the issue log, which is displayed on the
Data Product Details page,
and also included as a table in the data download:
soilT$issueLog_00041[grep("TREE soil plot 1",
soilT$issueLog_00041$locationAffected),]
## id parentIssueID issueDate resolvedDate dateRangeStart dateRangeEnd
## 1: 9328 NA 2019-05-23T00:00:00Z 2019-05-23T00:00:00Z 2018-11-07T00:00:00Z 2019-04-19T00:00:00Z
## locationAffected
## 1: D05 TREE soil plot 1 measurement levels 1-9 (HOR.VER: 001.501, 001.502, 001.503, 001.504, 001.505, 001.506, 001.507, 001.508, 001.509)
## issue
## 1: Soil temperature sensors were pushed or pulled out of the ground by 3 cm over winter, presumably due to freeze-thaw action. The exact timing of this is unknown, but it occurred sometime between 2018-11-07 and 2019-04-19.
## resolution
## 1: Sensor depths were updated in the database with a start date of 2018-11-07 for the new depths.
Since we're working with data from July 2018, and the change in
sensor locations is dated Nov 2018, we'll use the original locations.
There are a number of ways to drop the later locations from the
table; here, we find the rows in which the positionEndDateTime field is empty,
indicating no end date, and the rows corresponding to soil plot 001,
and drop all the rows that meet both criteria.
Our goal is to plot a time series of temperature, stratified by
depth, so let's start by joining the data file and sensor positions
file, to bring the depth measurements into the same data frame with
the data.
# paste horizontalPosition and verticalPosition together
# to match HOR.VER in the sensor positions file
soilT$ST_30_minute$HOR.VER <- paste(soilT$ST_30_minute$horizontalPosition,
soilT$ST_30_minute$verticalPosition,
sep=".")
# left join to keep all temperature records
soilTHV <- merge(soilT$ST_30_minute, pos,
by="HOR.VER", all.x=T)
And now we can plot soil temperature over time for each depth.
We'll use ggplot since it's well suited to this kind of
stratification. Each soil plot is its own panel, and each depth
is its own line:
We can see that as soil depth increases, temperatures
become much more stable, while the shallowest measurement
has a clear diurnal cycle. We can also see that
something has gone wrong with one of the sensors in plot
002. To remove those data, use only values where the final
quality flag passed, i.e. finalQF = 0
This data tutorial provides an introduction to working with NEON eddy
flux data, using the neonUtilities R package. If you are new to NEON
data, we recommend starting with a more general tutorial, such as the
neonUtilities tutorial
or the Download and Explore tutorial.
Some of the functions and techniques described in those tutorials will
be used here, as well as functions and data formats that are unique to
the eddy flux system.
This tutorial assumes general familiarity with eddy flux data and
associated concepts.
1. Setup
Start by installing and loading packages and setting options.
To work with the NEON flux data, we need the rhdf5 package,
which is hosted on Bioconductor, and requires a different
installation process than CRAN packages:
Use the zipsByProduct() function from the neonUtilities package to
download flux data from two sites and two months. The transformations
and functions below will work on any time range and site(s), but two
sites and two months allows us to see all the available functionality
while minimizing download size.
Inputs to the zipsByProduct() function:
dpID: DP4.00200.001, the bundled eddy covariance product
package: basic (the expanded package is not covered in this tutorial)
site: NIWO = Niwot Ridge and HARV = Harvard Forest
startdate: 2018-06 (both dates are inclusive)
enddate: 2018-07 (both dates are inclusive)
savepath: modify this to something logical on your machine
check.size: T if you want to see file size before downloading, otherwise F
The download may take a while, especially if you're on a slow network.
For faster downloads, consider using an API token.
There are five levels of data contained in the eddy flux bundle. For full
details, refer to the NEON algorithm document.
Briefly, the data levels are:
Level 0' (dp0p): Calibrated raw observations
Level 1 (dp01): Time-aggregated observations, e.g. 30-minute mean gas concentrations
Level 2 (dp02): Time-interpolated data, e.g. rate of change of a gas concentration
Level 3 (dp03): Spatially interpolated data, i.e. vertical profiles
Level 4 (dp04): Fluxes
The dp0p data are available in the expanded data package and are beyond
the scope of this tutorial.
The dp02 and dp03 data are used in storage calculations, and the dp04 data
include both the storage and turbulent components. Since many users will
want to focus on the net flux data, we'll start there.
3. Extract Level 4 data (Fluxes!)
To extract the Level 4 data from the HDF5 files and merge them into a
single table, we'll use the stackEddy() function from the neonUtilities
package.
stackEddy() requires two inputs:
filepath: Path to a file or folder, which can be any one of:
A zip file of eddy flux data downloaded from the NEON data portal
A folder of eddy flux data downloaded by the zipsByProduct() function
The folder of files resulting from unzipping either of 1 or 2
One or more HDF5 files of NEON eddy flux data
level: dp01-4
Input the filepath you downloaded to using zipsByProduct() earlier,
including the filestoStack00200 folder created by the function, and
dp04:
The variables and objDesc tables can help you interpret the column
headers in the data table. The objDesc table contains definitions for
many of the terms used in the eddy flux data product, but it isn't
complete. To get the terms of interest, we'll break up the column headers
into individual terms and look for them in the objDesc table:
term <- unlist(strsplit(names(flux$NIWO), split=".", fixed=T))
flux$objDesc[which(flux$objDesc$Object %in% term),]
## Object
## 138 angZaxsErth
## 171 data
## 343 qfFinl
## 420 qfqm
## 604 timeBgn
## 605 timeEnd
## Description
## 138 Wind direction
## 171 Represents data fields
## 343 The final quality flag indicating if the data are valid for the given aggregation period (1=fail, 0=pass)
## 420 Quality flag and quality metrics, represents quality flags and quality metrics that accompany the provided data
## 604 The beginning time of the aggregation period
## 605 The end time of the aggregation period
For the terms that aren't captured here, fluxCo2, fluxH2o, and fluxTemp
are self-explanatory. The flux components are
turb: Turbulent flux
stor: Storage
nsae: Net surface-atmosphere exchange
The variables table contains the units for each field:
flux$variables
## category system variable stat units
## 1 data fluxCo2 nsae timeBgn NA
## 2 data fluxCo2 nsae timeEnd NA
## 3 data fluxCo2 nsae flux umolCo2 m-2 s-1
## 4 data fluxCo2 stor timeBgn NA
## 5 data fluxCo2 stor timeEnd NA
## 6 data fluxCo2 stor flux umolCo2 m-2 s-1
## 7 data fluxCo2 turb timeBgn NA
## 8 data fluxCo2 turb timeEnd NA
## 9 data fluxCo2 turb flux umolCo2 m-2 s-1
## 10 data fluxH2o nsae timeBgn NA
## 11 data fluxH2o nsae timeEnd NA
## 12 data fluxH2o nsae flux W m-2
## 13 data fluxH2o stor timeBgn NA
## 14 data fluxH2o stor timeEnd NA
## 15 data fluxH2o stor flux W m-2
## 16 data fluxH2o turb timeBgn NA
## 17 data fluxH2o turb timeEnd NA
## 18 data fluxH2o turb flux W m-2
## 19 data fluxMome turb timeBgn NA
## 20 data fluxMome turb timeEnd NA
## 21 data fluxMome turb veloFric m s-1
## 22 data fluxTemp nsae timeBgn NA
## 23 data fluxTemp nsae timeEnd NA
## 24 data fluxTemp nsae flux W m-2
## 25 data fluxTemp stor timeBgn NA
## 26 data fluxTemp stor timeEnd NA
## 27 data fluxTemp stor flux W m-2
## 28 data fluxTemp turb timeBgn NA
## 29 data fluxTemp turb timeEnd NA
## 30 data fluxTemp turb flux W m-2
## 31 data foot stat timeBgn NA
## 32 data foot stat timeEnd NA
## 33 data foot stat angZaxsErth deg
## 34 data foot stat distReso m
## 35 data foot stat veloYaxsHorSd m s-1
## 36 data foot stat veloZaxsHorSd m s-1
## 37 data foot stat veloFric m s-1
## 38 data foot stat distZaxsMeasDisp m
## 39 data foot stat distZaxsRgh m
## 40 data foot stat distZaxsAbl m
## 41 data foot stat distXaxs90 m
## 42 data foot stat distXaxsMax m
## 43 data foot stat distYaxs90 m
## 44 qfqm fluxCo2 nsae timeBgn NA
## 45 qfqm fluxCo2 nsae timeEnd NA
## 46 qfqm fluxCo2 nsae qfFinl NA
## 47 qfqm fluxCo2 stor qfFinl NA
## 48 qfqm fluxCo2 stor timeBgn NA
## 49 qfqm fluxCo2 stor timeEnd NA
## 50 qfqm fluxCo2 turb timeBgn NA
## 51 qfqm fluxCo2 turb timeEnd NA
## 52 qfqm fluxCo2 turb qfFinl NA
## 53 qfqm fluxH2o nsae timeBgn NA
## 54 qfqm fluxH2o nsae timeEnd NA
## 55 qfqm fluxH2o nsae qfFinl NA
## 56 qfqm fluxH2o stor qfFinl NA
## 57 qfqm fluxH2o stor timeBgn NA
## 58 qfqm fluxH2o stor timeEnd NA
## 59 qfqm fluxH2o turb timeBgn NA
## 60 qfqm fluxH2o turb timeEnd NA
## 61 qfqm fluxH2o turb qfFinl NA
## 62 qfqm fluxMome turb timeBgn NA
## 63 qfqm fluxMome turb timeEnd NA
## 64 qfqm fluxMome turb qfFinl NA
## 65 qfqm fluxTemp nsae timeBgn NA
## 66 qfqm fluxTemp nsae timeEnd NA
## 67 qfqm fluxTemp nsae qfFinl NA
## 68 qfqm fluxTemp stor qfFinl NA
## 69 qfqm fluxTemp stor timeBgn NA
## 70 qfqm fluxTemp stor timeEnd NA
## 71 qfqm fluxTemp turb timeBgn NA
## 72 qfqm fluxTemp turb timeEnd NA
## 73 qfqm fluxTemp turb qfFinl NA
## 74 qfqm foot turb timeBgn NA
## 75 qfqm foot turb timeEnd NA
## 76 qfqm foot turb qfFinl NA
Let's plot some data! First, a brief aside about time stamps, since
these are time series data.
Time stamps
NEON sensor data come with time stamps for both the start and end of
the averaging period. Depending on the analysis you're doing, you may
want to use one or the other; for general plotting, re-formatting, and
transformations, I prefer to use the start time, because there
are some small inconsistencies between data products in a few of the
end time stamps.
Note that all NEON data use UTC time, aka Greenwich Mean Time.
This is true across NEON's instrumented, observational, and airborne
measurements. When working with NEON data, it's best to keep
everything in UTC as much as possible, otherwise it's very easy to
end up with data in mismatched times, which can cause insidious and
hard-to-detect problems. In the code below, time stamps and time
zones have been handled by stackEddy() and loadByProduct(), so we
don't need to do anything additional. But if you're writing your own
code and need to convert times, remember that if the time zone isn't
specified, R will default to the local time zone it detects on your
operating system.
Note the timing of C uptake; the UTC time zone is clear here, where
uptake occurs at times that appear to be during the night.
4. Merge flux data with other sensor data
Many of the data sets we would use to interpret and model flux data are
measured as part of the NEON project, but are not present in the eddy flux
data product bundle. In this section, we'll download PAR data and merge
them with the flux data; the steps taken here can be applied to any of the
NEON instrumented (IS) data products.
Download PAR data
To get NEON PAR data, use the loadByProduct() function from the
neonUtilities package. loadByProduct() takes the same inputs as
zipsByProduct(), but it loads the downloaded data directly into the
current R environment.
Let's download PAR data matching the Niwot Ridge flux data. The inputs
needed are:
dpID: DP1.00024.001
site: NIWO
startdate: 2018-06
enddate: 2018-07
package: basic
timeIndex: 30
The new input here is timeIndex=30, which downloads only the 30-minute data.
Since the flux data are at a 30-minute resolution, we can save on
download time by disregarding the 1-minute data files (which are of course
30 times larger). The timeIndex input can be left off if you want to download
all available averaging intervals.
pr is another named list, and again, metadata and units can be found in
the variables table. The PARPAR_30min table contains a verticalPosition
field. This field indicates the position on the tower, with 10 being the
first tower level, and 20, 30, etc going up the tower.
Join PAR to flux data
We'll connect PAR data from the tower top to the flux data.
As noted above, loadByProduct() automatically converts time stamps
to a recognized date-time format when it reads the data. However, the
field names for the time stamps differ between the flux data and the
other meteorological data: the start of the averaging interval is
timeBgn in the flux data and startDateTime in the PAR data.
Let's create a new variable in the PAR data:
pr.top$timeBgn <- pr.top$startDateTime
And now use the matching time stamp fields to merge the flux and PAR data.
fx.pr <- merge(pr.top, flux$NIWO, by="timeBgn")
And now we can plot net carbon exchange as a function of light availability:
If you're interested in data in the eddy covariance bundle besides the
net flux data, the rest of this tutorial will guide you through how to
get those data out of the bundle.
5. Vertical profile data (Level 3)
The Level 3 (dp03) data are the spatially interpolated profiles of
the rates of change of CO2, H2O, and temperature.
Extract the Level 3 data from the HDF5 file using stackEddy() with
the same syntax as for the Level 4 data.
Note that here, as in the PAR data, there is a verticalPosition field.
It has the same meaning as in the PAR data, indicating the tower level of
the measurement.
7. Calibrated raw data (Level 1)
Level 1 (dp01) data are calibrated, and aggregated in time, but
otherwise untransformed. Use Level 1 data for raw gas
concentrations and atmospheric stable isotopes.
Using stackEddy() to extract Level 1 data requires additional
inputs. The Level 1 files are too large to simply pull out all the
variables by default, and they include multiple averaging intervals,
which can't be merged. So two additional inputs are needed:
avg: The averaging interval to extract
var: One or more variables to extract
What variables are available, at what averaging intervals? Another
function in the neonUtilities package, getVarsEddy(), returns
a list of HDF5 file contents. It requires only one input, a filepath
to a single NEON HDF5 file:
vars <- getVarsEddy("~/Downloads/filesToStack00200/NEON.D01.HARV.DP4.00200.001.nsae.2018-07.basic.20201020T201317Z.h5")
head(vars)
## site level category system hor ver tmi name otype dclass dim oth
## 5 HARV dp01 data amrs 000 060 01m angNedXaxs H5I_DATASET COMPOUND 43200 <NA>
## 6 HARV dp01 data amrs 000 060 01m angNedYaxs H5I_DATASET COMPOUND 43200 <NA>
## 7 HARV dp01 data amrs 000 060 01m angNedZaxs H5I_DATASET COMPOUND 43200 <NA>
## 9 HARV dp01 data amrs 000 060 30m angNedXaxs H5I_DATASET COMPOUND 1440 <NA>
## 10 HARV dp01 data amrs 000 060 30m angNedYaxs H5I_DATASET COMPOUND 1440 <NA>
## 11 HARV dp01 data amrs 000 060 30m angNedZaxs H5I_DATASET COMPOUND 1440 <NA>
Inputs to var can be any values from the name field in the table
returned by getVarsEddy(). Let's take a look at CO2 and
H2O, 13C in CO2 and 18O in
H2O, at 30-minute aggregation. Let's look at Harvard Forest
for these data, since deeper canopies generally have more interesting
profiles:
iso <- stackEddy(filepath="~/Downloads/filesToStack00200/",
level="dp01", var=c("rtioMoleDryCo2","rtioMoleDryH2o",
"dlta13CCo2","dlta18OH2o"), avg=30)
head(iso$HARV)
## verticalPosition timeBgn timeEnd data.co2Stor.rtioMoleDryCo2.mean
## 1 010 2018-06-01 00:00:00 2018-06-01 00:29:59 509.3375
## 2 010 2018-06-01 00:30:00 2018-06-01 00:59:59 502.2736
## 3 010 2018-06-01 01:00:00 2018-06-01 01:29:59 521.6139
## 4 010 2018-06-01 01:30:00 2018-06-01 01:59:59 469.6317
## 5 010 2018-06-01 02:00:00 2018-06-01 02:29:59 484.7725
## 6 010 2018-06-01 02:30:00 2018-06-01 02:59:59 476.8554
## data.co2Stor.rtioMoleDryCo2.min data.co2Stor.rtioMoleDryCo2.max data.co2Stor.rtioMoleDryCo2.vari
## 1 451.4786 579.3518 845.0795
## 2 463.5470 533.6622 161.3652
## 3 442.8649 563.0518 547.9924
## 4 432.6588 508.7463 396.8379
## 5 436.2842 537.4641 662.9449
## 6 443.7055 515.6598 246.6969
## data.co2Stor.rtioMoleDryCo2.numSamp data.co2Turb.rtioMoleDryCo2.mean data.co2Turb.rtioMoleDryCo2.min
## 1 235 NA NA
## 2 175 NA NA
## 3 235 NA NA
## 4 175 NA NA
## 5 235 NA NA
## 6 175 NA NA
## data.co2Turb.rtioMoleDryCo2.max data.co2Turb.rtioMoleDryCo2.vari data.co2Turb.rtioMoleDryCo2.numSamp
## 1 NA NA NA
## 2 NA NA NA
## 3 NA NA NA
## 4 NA NA NA
## 5 NA NA NA
## 6 NA NA NA
## data.h2oStor.rtioMoleDryH2o.mean data.h2oStor.rtioMoleDryH2o.min data.h2oStor.rtioMoleDryH2o.max
## 1 NaN NaN NaN
## 2 NaN NaN NaN
## 3 NaN NaN NaN
## 4 NaN NaN NaN
## 5 NaN NaN NaN
## 6 NaN NaN NaN
## data.h2oStor.rtioMoleDryH2o.vari data.h2oStor.rtioMoleDryH2o.numSamp data.h2oTurb.rtioMoleDryH2o.mean
## 1 NA 0 NA
## 2 NA 0 NA
## 3 NA 0 NA
## 4 NA 0 NA
## 5 NA 0 NA
## 6 NA 0 NA
## data.h2oTurb.rtioMoleDryH2o.min data.h2oTurb.rtioMoleDryH2o.max data.h2oTurb.rtioMoleDryH2o.vari
## 1 NA NA NA
## 2 NA NA NA
## 3 NA NA NA
## 4 NA NA NA
## 5 NA NA NA
## 6 NA NA NA
## data.h2oTurb.rtioMoleDryH2o.numSamp data.isoCo2.dlta13CCo2.mean data.isoCo2.dlta13CCo2.min
## 1 NA NaN NaN
## 2 NA -11.40646 -14.992
## 3 NA NaN NaN
## 4 NA -10.69318 -14.065
## 5 NA NaN NaN
## 6 NA -11.02814 -13.280
## data.isoCo2.dlta13CCo2.max data.isoCo2.dlta13CCo2.vari data.isoCo2.dlta13CCo2.numSamp
## 1 NaN NA 0
## 2 -8.022 1.9624355 305
## 3 NaN NA 0
## 4 -7.385 1.5766385 304
## 5 NaN NA 0
## 6 -7.966 0.9929341 308
## data.isoCo2.rtioMoleDryCo2.mean data.isoCo2.rtioMoleDryCo2.min data.isoCo2.rtioMoleDryCo2.max
## 1 NaN NaN NaN
## 2 458.3546 415.875 531.066
## 3 NaN NaN NaN
## 4 439.9582 415.777 475.736
## 5 NaN NaN NaN
## 6 446.5563 420.845 468.312
## data.isoCo2.rtioMoleDryCo2.vari data.isoCo2.rtioMoleDryCo2.numSamp data.isoCo2.rtioMoleDryH2o.mean
## 1 NA 0 NaN
## 2 953.2212 306 22.11830
## 3 NA 0 NaN
## 4 404.0365 306 22.38925
## 5 NA 0 NaN
## 6 138.7560 309 22.15731
## data.isoCo2.rtioMoleDryH2o.min data.isoCo2.rtioMoleDryH2o.max data.isoCo2.rtioMoleDryH2o.vari
## 1 NaN NaN NA
## 2 21.85753 22.34854 0.01746926
## 3 NaN NaN NA
## 4 22.09775 22.59945 0.02626762
## 5 NaN NaN NA
## 6 22.06641 22.26493 0.00277579
## data.isoCo2.rtioMoleDryH2o.numSamp data.isoH2o.dlta18OH2o.mean data.isoH2o.dlta18OH2o.min
## 1 0 NaN NaN
## 2 85 -12.24437 -12.901
## 3 0 NaN NaN
## 4 84 -12.04580 -12.787
## 5 0 NaN NaN
## 6 80 -11.81500 -12.375
## data.isoH2o.dlta18OH2o.max data.isoH2o.dlta18OH2o.vari data.isoH2o.dlta18OH2o.numSamp
## 1 NaN NA 0
## 2 -11.569 0.03557313 540
## 3 NaN NA 0
## 4 -11.542 0.03970481 539
## 5 NaN NA 0
## 6 -11.282 0.03498614 540
## data.isoH2o.rtioMoleDryH2o.mean data.isoH2o.rtioMoleDryH2o.min data.isoH2o.rtioMoleDryH2o.max
## 1 NaN NaN NaN
## 2 20.89354 20.36980 21.13160
## 3 NaN NaN NaN
## 4 21.12872 20.74663 21.33272
## 5 NaN NaN NaN
## 6 20.93480 20.63463 21.00702
## data.isoH2o.rtioMoleDryH2o.vari data.isoH2o.rtioMoleDryH2o.numSamp qfqm.co2Stor.rtioMoleDryCo2.qfFinl
## 1 NA 0 1
## 2 0.025376207 540 1
## 3 NA 0 1
## 4 0.017612293 540 1
## 5 NA 0 1
## 6 0.003805751 540 1
## qfqm.co2Turb.rtioMoleDryCo2.qfFinl qfqm.h2oStor.rtioMoleDryH2o.qfFinl qfqm.h2oTurb.rtioMoleDryH2o.qfFinl
## 1 NA 1 NA
## 2 NA 1 NA
## 3 NA 1 NA
## 4 NA 1 NA
## 5 NA 1 NA
## 6 NA 1 NA
## qfqm.isoCo2.dlta13CCo2.qfFinl qfqm.isoCo2.rtioMoleDryCo2.qfFinl qfqm.isoCo2.rtioMoleDryH2o.qfFinl
## 1 1 1 1
## 2 0 0 0
## 3 1 1 1
## 4 0 0 0
## 5 1 1 1
## 6 0 0 0
## qfqm.isoH2o.dlta18OH2o.qfFinl qfqm.isoH2o.rtioMoleDryH2o.qfFinl ucrt.co2Stor.rtioMoleDryCo2.mean
## 1 1 1 10.0248527
## 2 0 0 1.1077243
## 3 1 1 7.5181428
## 4 0 0 8.4017805
## 5 1 1 0.9465824
## 6 0 0 1.3629090
## ucrt.co2Stor.rtioMoleDryCo2.vari ucrt.co2Stor.rtioMoleDryCo2.se ucrt.co2Turb.rtioMoleDryCo2.mean
## 1 170.28091 1.8963340 NA
## 2 34.29589 0.9602536 NA
## 3 151.35746 1.5270503 NA
## 4 93.41077 1.5058703 NA
## 5 14.02753 1.6795958 NA
## 6 8.50861 1.1873064 NA
## ucrt.co2Turb.rtioMoleDryCo2.vari ucrt.co2Turb.rtioMoleDryCo2.se ucrt.h2oStor.rtioMoleDryH2o.mean
## 1 NA NA NA
## 2 NA NA NA
## 3 NA NA NA
## 4 NA NA NA
## 5 NA NA NA
## 6 NA NA NA
## ucrt.h2oStor.rtioMoleDryH2o.vari ucrt.h2oStor.rtioMoleDryH2o.se ucrt.h2oTurb.rtioMoleDryH2o.mean
## 1 NA NA NA
## 2 NA NA NA
## 3 NA NA NA
## 4 NA NA NA
## 5 NA NA NA
## 6 NA NA NA
## ucrt.h2oTurb.rtioMoleDryH2o.vari ucrt.h2oTurb.rtioMoleDryH2o.se ucrt.isoCo2.dlta13CCo2.mean
## 1 NA NA NaN
## 2 NA NA 0.5812574
## 3 NA NA NaN
## 4 NA NA 0.3653442
## 5 NA NA NaN
## 6 NA NA 0.2428672
## ucrt.isoCo2.dlta13CCo2.vari ucrt.isoCo2.dlta13CCo2.se ucrt.isoCo2.rtioMoleDryCo2.mean
## 1 NaN NA NaN
## 2 0.6827844 0.08021356 16.931819
## 3 NaN NA NaN
## 4 0.3761155 0.07201605 10.078698
## 5 NaN NA NaN
## 6 0.1544487 0.05677862 7.140787
## ucrt.isoCo2.rtioMoleDryCo2.vari ucrt.isoCo2.rtioMoleDryCo2.se ucrt.isoCo2.rtioMoleDryH2o.mean
## 1 NaN NA NaN
## 2 614.01630 1.764965 0.08848440
## 3 NaN NA NaN
## 4 196.99445 1.149078 0.08917388
## 5 NaN NA NaN
## 6 55.90843 0.670111 NA
## ucrt.isoCo2.rtioMoleDryH2o.vari ucrt.isoCo2.rtioMoleDryH2o.se ucrt.isoH2o.dlta18OH2o.mean
## 1 NaN NA NaN
## 2 0.01226428 0.014335993 0.02544454
## 3 NaN NA NaN
## 4 0.01542679 0.017683602 0.01373503
## 5 NaN NA NaN
## 6 NA 0.005890447 0.01932110
## ucrt.isoH2o.dlta18OH2o.vari ucrt.isoH2o.dlta18OH2o.se ucrt.isoH2o.rtioMoleDryH2o.mean
## 1 NaN NA NaN
## 2 0.003017400 0.008116413 0.06937514
## 3 NaN NA NaN
## 4 0.002704220 0.008582764 0.08489408
## 5 NaN NA NaN
## 6 0.002095066 0.008049170 0.02813808
## ucrt.isoH2o.rtioMoleDryH2o.vari ucrt.isoH2o.rtioMoleDryH2o.se
## 1 NaN NA
## 2 0.009640249 0.006855142
## 3 NaN NA
## 4 0.008572288 0.005710986
## 5 NaN NA
## 6 0.002551672 0.002654748
Let's plot vertical profiles of CO2 and 13C in CO2
on a single day.
Here we'll use the time stamps in a different way, using grep() to select
all of the records for a single day. And discard the verticalPosition
values that are string values - those are the calibration gases.
ggplot is well suited to these types of data, let's use it to plot
the profiles. If you don't have the package yet, use install.packages()
to install it first.
library(ggplot2)
Now we can plot CO2 relative to height on the tower,
with separate lines for each time interval.
g <- ggplot(iso.d, aes(y=verticalPosition)) +
geom_path(aes(x=data.co2Stor.rtioMoleDryCo2.mean,
group=timeBgn, col=timeBgn)) +
theme(legend.position="none") +
xlab("CO2") + ylab("Tower level")
g
And the same plot for 13C in CO2:
g <- ggplot(iso.d, aes(y=verticalPosition)) +
geom_path(aes(x=data.isoCo2.dlta13CCo2.mean,
group=timeBgn, col=timeBgn)) +
theme(legend.position="none") +
xlab("d13C") + ylab("Tower level")
g
The legends are omitted for space, see if you can use the
concentration and isotope ratio buildup and drawdown below the
canopy to work out the times of day the different colors represent.
