Forest Monitoring: A Comprehensive Analysis of Forest Cover and
Carbon Emissions over 20 years within the Pacific Northwest
GSW tools, History, and Project Overview
In recent decades, the urgency to understand and monitor our
planet’s forests has spurred significant advancements in remote sensing
and data analysis techniques. Global Forest Watch (GFW), an initiative
since 2014, has been at the forefront of providing accessible data on
forests worldwide. Groundbreaking datasets like the Tree Canopy Cover,
introduced by the University of Maryland’s (UMD) GLAD Lab in 2013, have
allowed researchers to analyze forest coverage at global scale using a
medium resolution of 30-meters. This data set marked a pivotal
contribution of establishing a baseline for the annual. Within this data
set, tree canopy cover is defined as the density of foliage above five
meters in height within a given pixel, measured from the dependable
Landsat series of satellites.
Following this trajectory, the UMD GLAD Lab introduced the Tree
Cover Height dataset in 2021, revealing not just the density of tree
cover but also the vertical dimension as well with the partnership of
Global Ecosystem Dynamics Investigation (GEDI) LiDAR measurements. This
data set is distinguished by its precision estimating tree height
changes which aids the accurate assessment of forest biomass and carbon
storage because of their linear relation.
It is also important to note that the data set that this project
uses, defines trees as woody vegetation of at least three meters in
height and is estimated by the height of the tree canopy in meters
within a 30-meter pixel from Global GEDI LiDAR measurements and Landsat
imagery. This data set estimates the 95th percentile of tree canopy
height, and accordingly will represent the upper bounds of height for
pixels with fractional tree cover, or pixels with variable canopy
height. Afterwards, the data is aggregated and vectorized into
sub-national polygons. Thus, this data may take the form of natural
forests or plantations across a range of canopy densities. “Loss”
indicates the removal or mortality of tree cover and can be due to a
variety of factors, including mechanical harvesting, fire, disease, or
storm damage.
Project Objectives:
This project builds on the foundation laid by the GFW datasets, with
the aim to deliver a detailed analysis of county level primary forest
cover dynamics, particularly focusing on gain and loss patterns across
the United States. Utilizing the 20-year net change data from GFW, this
study employs a suite of data science techniques in RStudio to map,
quantify, and compare forest changes.
Methods:
The materials consist of a GFW dataset on a subnational2 county
level for tree cover change and C02 emissions . Several packages
including (-tidyverse, -sf, -ggplot2,- RColorBrewer,-tigris, -ggplot2,
-classInt, -spdep…).
Global Forest watch provides thresholds or amount of tree canopy
coverage for 0, 10, 20, 30, 50, and 75 percent for 20 years of forest
cover gain/loss in hecatares. In order to stay consistent, as well
complete a valid spatial join I used 50% threshold of very dense forest
(VDF) and, moderately dense forests (MDF) in which I joined by state and
county to Census Boundaries from the TIGRIS package.
Assessment of Spatiotemporal Distribution and Variability of Forest
Cover:
Within this project, the tree cover gain and loss pages provide you
with maps using GGpot package to illustrate the fluctuations in forest
cover, offering a visual narrative and an overall trend analysis to
visualize arboreal gains and losses at the county level since the year
2000. The maps serve as a starting point and basis for additional
analyses into the causes and consequences of forest cover changes. I
have also generated standard deviation maps that highlight the
variability and intensity of changes denoting the amount of gain
compared county to county within the 20 year time-span. This can be used
as a tool to provide insights into the regions most affected by
deforestation or reforestation practices.
Spatial Autocorrelation with Moran’s I:
This project also provides Local and Global Moran’s I analyses to
classify clustering, dispersion, or randomness. This approach is also
supplemented by a Monte Carlo simulation to assess how “typical” or
“atypical” the data may be relative to a randomly distributed pattern of
gain and loss across the counties. Along with that, I provided hot zone
(High-High) and cold zone (Low-Low) maps which depict neighboring
counties that are statistically significant or in the <.05 p-value
range. In summary, Moran’s I provides a quantitative measure of how
forest gain and loss are distributed across a landscape, offering
insights that can inform management decisions, policy development, and
conservation strategies. It is a valuable tool in the spatial analysis
of forest dynamics, helping to ensure that forest resources are managed
sustainably and that biodiversity is preserved.
Carbon Dynamics
The project also contains a regression analysis to discern the
correlation CO2 emissions and forest cover loss within the PNW compared
to the United Sates . Furthermore, a time-series regression for looking
at basic projections on the trajectory of forest growth/decline rate in
the PNW. This analysis is important for understanding the interaction
between human activities and natural processes, providing a basis for
informed decision-making and strategic planning in environmental
conservation and climate change mitigation efforts.
Through data manipulation and statistical modeling, this project
strives to offer a multifaceted view of forest dynamics, underpinning
conservation efforts and policy-making with quantitative evidence and
predictive insights. With the current state of the world where our
forest are being overused by human activity and burned by climate change
induced fires, the need for such data-driven studies becomes ever more
critical.
Discussion on Standard Deviation Forest Cover Gain Maps:
The categorization of tree cover gain based on the mean and standard
deviation, with the constraints of using 4 colors, translates the
statistical data into a more intuitive understanding of how tree cover
gain varies across different areas. They include:
Below Average: Areas falling into this category have gained
significantly less tree cover than the average area. This might indicate
regions where reforestation efforts are less successful, areas that have
experienced recent deforestation that hasn’t been countered by new
growth, or simply areas where natural tree cover gain is slower.
Average: These areas have tree cover gains close to the mean of the
dataset. This suggests that tree cover gain here is typical or expected,
based on the overall data. It represents a baseline against which other
areas can be compared.
Above Average: Areas in this category have gained more tree cover
than average but not to an extreme degree. This could be indicative of
successful reforestation efforts, natural recovery from previous
deforestation, or areas benefiting from favorable environmental
conditions promoting tree growth.
Exceptionally High: This category represents areas with
significantly higher tree cover gain than most other areas. Such
exceptional gains might be due to intensive reforestation projects,
areas recovering from large-scale disturbances (like fires or
clear-cutting), or possibly errors in data (always a consideration in
data analysis).
Interpretation and Actions:
Research and Investigation: Exceptional cases, both low and high,
can be subjects for further investigation to understand the factors
contributing to their performance. This might include climate
conditions, soil fertility, human intervention, and more.
Targeted Efforts: Resources for tree planting, conservation, and
habitat restoration can be directed more effectively when areas are
categorized by their tree cover gain. Regions with Below Average gains
might be prioritized for new projects, while the strategies used in
Exceptionally High gain areas could be studied and replicated
elsewhere.
Limitations:
Improved satellite data: The algorithm uses every available Landsat
image (from the Landsat 5, 7 and, since 2013, Landsat 8 satellites) to
detect tree cover loss. The Landsat 8 satellite has the same resolution
as previous Landsat missions, but has an improved sensor that can better
resolve features on the ground. Incorporation of Landsat 8 data into the
loss algorithm resulted in better detections of tree cover loss smaller
than an individual pixel (e.g. selective logging) starting in 2013.
Algorithm adjustments: The original algorithm used to map tree cover
loss from satellite images for 2001-2012 has been improved upon in
subsequent updates. These improvements allowed for annual updates
starting in 2013 (coupled with small additions to the 2011 and 2012
data) and have resulted in enhanced detection of loss— particularly from
2015 onwards.
Tree cover gain is more difficult to measure than loss: Whereas tree
cover loss is distinctly visible at a specific moment in time, tree
cover gain is a gradual process and is thus more difficult to discern
from one satellite image to the next. Annual reporting of tree cover
loss has not been matched by annual reporting of tree cover gain,
resulting in an unbalanced view of global forest change dynamics.
Tree cover loss and gain do not equal net forest. Due to variation
in research methodology and rate in which gains occur versus loss, tree
cover, tree cover loss, and tree cover gain data sets cannot be compared
accurately against each other. Accordingly, “net” loss cannot be
calculated by subtracting figures for tree cover gain from tree cover
loss, and current (post-2000) tree cover cannot be determined by
subtracting figures for annual tree cover loss from year 2000 tree
cover.
Conclusion:
When first looking at our data of our gain and loss maps the
patterns observed in the counties with both high tree cover loss and
gain over the past 20 years may reflect a dynamic landscape where
reforestation and deforestation occur simultaneously or in close
succession. This could be due to a variety of factors, including
forestry practices like clear-cutting followed by replanting, natural
disturbances followed by recovery, or changes in land use where areas
are alternately being deforested for development and other areas being
reforested for conservation. These findings suggest a complex interplay
between conservation efforts, land management strategies, and economic
development, highlighting the need for a sustainable approach to
forestry that balances ecological health with human needs.
Within the local Morans I of identifying local clusters and local
spatial outliers using row-standardized weights w proved that these
patterns are not random and indicate that there might be underlying
factors—such as environmental conditions, land use policies, or economic
activities—contributing to these clustered patterns of forest cover
change. This can be useful for a future multivariate analysis. For
example, if deforestation is occurring primarily in specific regions due
to human activities or natural causes, Moran’s I can help identify these
hotspots.
When expanding past this analysis, there are a multitude of
underlying varaibles that can be assesed. For instance, this can be used
for guiding conservation efforts by our identified areas of significant
forest change Policymakers and conservationists can target interventions
more effectively. therefore, they can focus reforestation efforts in
regions where loss is clustered or protect areas of significant gain.
One other example is understanding ecological Processes: Forest ecology
is inherently spatial. Processes like seed dispersal, wildfire spread,
and disease outbreaks all exhibit spatial patterns. Moran’s I helps
understand these processes by identifying patterns that may indicate
ecological interactions which is related to landscape connectivity: In
conservation biology, landscape connectivity is crucial for maintaining
biodiversity. Moran’s I can indicate the degree to which forested areas
or how in this project, counties are fragmented and connected. This also
has implications for predicting carbon dioxide emission gain over time
we could see in our hot zone clustered areas and how we should take note
of what the cold zone clustered areas are doing to follow suit.
The inclusion of regression analysis in this project to discern the
correlation between CO2 emissions and forest cover loss, both within the
Pacific Northwest (PNW) and across the United States, is significant for
several reasons: Understanding Environmental Impacts: CO2 emissions are
a major driver of climate change, and forests play a critical role in
carbon sequestration. Analyzing the relationship between emissions and
forest cover loss reveals how changes in forest areas may be
contributing or to or mitigating climate change.
Additionally, by comparing the PNW with the entire United States,
the analysis highlighted regional differences in the relationship
between emissions and forest changes. This lead to a more nuanced
understanding of how the the correlation between CO2 and tree cover loss
was way stronger than the overall US. This could be due to local
factors—such as clear cutting from a large timber economy in the PNW,
wildfires which also influence CO2 emissions.
This project, using Global Forest Watch data and R, reveals a
nuanced understanding of forest cover dynamics over the past two
decades. Through the analysis, it highlighted not just the areas of tree
cover gain and loss, but also the spatial distribution patterns—showing
significant clustering rather than randomness in these changes. This
suggests that environmental policies, land management practices, and
other regional factors are likely influencing these patterns. The
positive correlation between CO2 emissions and tree cover loss in the
US, particularly within the Pacific Northwest, underscores the
interconnectedness of human activities and forest changes. Overall, this
work contributes valuable insights into forest conservation efforts,
highlighting areas that may require more focused intervention to manage
and mitigate the impact of anthropogenic activities on forest
ecosystems.