Potential Future Lake Drainage for the Western Arctic Coastal Plain in northern Alaska from an Interferometric Synthetic Aperture Radar (IFSAR)-Derived Digital Surface Model, 2002-2003

Assessment of lakes for their future potential to drain relied on the 2002/03 airborne Interferometric Synthetic Aperture Radar (IFSAR) Digital Surface Model (DSM) data for the western Arctic Coastal Plain in northern Alaska. Lakes were extracted from the IfSAR DSM using a slope derivative and manua...

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Main Authors: Benjamin Jones, Christopher Arp, Guido Grosse, Ingmar Nitze, Mark Lara, Matthew Whitman, Louise Farquharson, Mikhail Kanevskiy, Andrew Parsekian, Amy Breen, Nori Ohara, Rodrigo Rangel, Kenneth Hinkel
Format: Dataset
Language:unknown
Published: Arctic Data Center 2019
Subjects:
Online Access:https://doi.org/10.18739/A2JH3D29N
id dataone:doi:10.18739/A2JH3D29N
record_format openpolar
institution Open Polar
collection Arctic Data Center (via DataONE)
op_collection_id dataone:urn:node:ARCTIC
language unknown
topic Arctic Lake
Lake Drainage
Drained Lake Basin
Thermokarst Lake
spellingShingle Arctic Lake
Lake Drainage
Drained Lake Basin
Thermokarst Lake
Benjamin Jones
Christopher Arp
Guido Grosse
Ingmar Nitze
Mark Lara
Matthew Whitman
Louise Farquharson
Mikhail Kanevskiy
Andrew Parsekian
Amy Breen
Nori Ohara
Rodrigo Rangel
Kenneth Hinkel
Potential Future Lake Drainage for the Western Arctic Coastal Plain in northern Alaska from an Interferometric Synthetic Aperture Radar (IFSAR)-Derived Digital Surface Model, 2002-2003
topic_facet Arctic Lake
Lake Drainage
Drained Lake Basin
Thermokarst Lake
description Assessment of lakes for their future potential to drain relied on the 2002/03 airborne Interferometric Synthetic Aperture Radar (IFSAR) Digital Surface Model (DSM) data for the western Arctic Coastal Plain in northern Alaska. Lakes were extracted from the IfSAR DSM using a slope derivative and manual correction (Jones et al., 2017). The vertical uncertainty for correctly detecting lake-based drainage gradients with the IfSAR DSM was defined by comparing surface elevation differences of several overlapping DSM tile edges. This comparison showed standard deviations of elevation between overlapping IfSAR tiles ranging from 0.0 to 0.6 meters (m). Thus, we chose a minimum height difference of 0.6 m to represent a detectable elevation gradient adjacent to a lake as being most likely to contribute to a rapid drainage event. This value is also in agreement with field verified estimates of the relative vertical accuracy (~0.5 m) of the DSM dataset around Utqiaġvik (formerly Barrow) (Manley et al., 2005) and the stated vertical RMSE (~1.0 m) of the DSM data (Intermap, 2010). Development of the potential lake drainage dataset involved several processing steps. First, lakes were classified as potential future drainage candidates if the difference between the elevation of the lake surface and the lowest elevation within a 100 m buffer of the lake shoreline exceeded our chosen threshold of 0.6 m. Next, we selected lakes with a minimum size of 10 ha to match the historic lake drainage dataset. We further filtered the dataset by selecting lakes estimated to have low hydrological connectivity based on relations between lake contributing area as determined for specific surficial geology types and presented in Jones et al. (2017). This was added to the future projection workflow to isolate the lake population that likely responds to changes in surface area driven largely by geomorphic change as opposed to differences in surface hydrology. Lakes within a basin with low to no hydrologic connectivity that had an elevation change gradient between the lake surface and surrounding landscape are considered likely locations to assess for future drainage potential. Further, the greater the elevation difference, the greater the drainage potential. This dataset provided a first-order estimate of lakes classified as being prone to future drainage. We further refined our assessment of potential drainage lakes by identifying the location of the point with the lowest elevation within the 100 m buffer of the lake shoreline and manually interpreted lakes to have a high drainage potential based on the location of the likely drainage point to known lake drainage pathways using circa 2002 orthophotography or more recent high resolution satellite imagery available for the Western Coastal Arctic Plain (WACP). Lakes classified as having a high drainage potential typically had the likely drainage location associated with one or more of the following: (1) an adjacent lake, (2) the cutbank of a river, (3) the ocean, (4) were located in an area with dense ice-wedge networks, (5) appeared to coincide with a potentially headward eroding stream, or (6) were associated with thermokarst lake shoreline processes in the moderate to high ground ice content terrain. We also added information on potential lake drainage pathways to the high potential drainage dataset by manually interpreting the landform associated with the likely drainage site to draw comparisons with the historic lake drainage dataset.
format Dataset
author Benjamin Jones
Christopher Arp
Guido Grosse
Ingmar Nitze
Mark Lara
Matthew Whitman
Louise Farquharson
Mikhail Kanevskiy
Andrew Parsekian
Amy Breen
Nori Ohara
Rodrigo Rangel
Kenneth Hinkel
author_facet Benjamin Jones
Christopher Arp
Guido Grosse
Ingmar Nitze
Mark Lara
Matthew Whitman
Louise Farquharson
Mikhail Kanevskiy
Andrew Parsekian
Amy Breen
Nori Ohara
Rodrigo Rangel
Kenneth Hinkel
author_sort Benjamin Jones
title Potential Future Lake Drainage for the Western Arctic Coastal Plain in northern Alaska from an Interferometric Synthetic Aperture Radar (IFSAR)-Derived Digital Surface Model, 2002-2003
title_short Potential Future Lake Drainage for the Western Arctic Coastal Plain in northern Alaska from an Interferometric Synthetic Aperture Radar (IFSAR)-Derived Digital Surface Model, 2002-2003
title_full Potential Future Lake Drainage for the Western Arctic Coastal Plain in northern Alaska from an Interferometric Synthetic Aperture Radar (IFSAR)-Derived Digital Surface Model, 2002-2003
title_fullStr Potential Future Lake Drainage for the Western Arctic Coastal Plain in northern Alaska from an Interferometric Synthetic Aperture Radar (IFSAR)-Derived Digital Surface Model, 2002-2003
title_full_unstemmed Potential Future Lake Drainage for the Western Arctic Coastal Plain in northern Alaska from an Interferometric Synthetic Aperture Radar (IFSAR)-Derived Digital Surface Model, 2002-2003
title_sort potential future lake drainage for the western arctic coastal plain in northern alaska from an interferometric synthetic aperture radar (ifsar)-derived digital surface model, 2002-2003
publisher Arctic Data Center
publishDate 2019
url https://doi.org/10.18739/A2JH3D29N
op_coverage The 30,400 km2 study area encompasses the majority of the lake-rich western Arctic Coastal Plain of northern Alaska . It represents the intersection of the lake drainage region analyzed in Hinkel et al. (2007) with the acquisition area of an airborne IfSAR-derived DSM acquired in 2002 and 2003.
ENVELOPE(-158.76688,-150.94856,71.494934,69.506485)
BEGINDATE: 2002-01-01T00:00:00Z ENDDATE: 2003-01-01T00:00:00Z
long_lat ENVELOPE(-130.826,-130.826,57.231,57.231)
ENVELOPE(-158.76688,-150.94856,71.494934,69.506485)
geographic Arctic
Arctic Lake
geographic_facet Arctic
Arctic Lake
genre Arctic
Barrow
Thermokarst
Alaska
genre_facet Arctic
Barrow
Thermokarst
Alaska
op_doi https://doi.org/10.18739/A2JH3D29N
_version_ 1814733307520221184
spelling dataone:doi:10.18739/A2JH3D29N 2024-11-03T19:44:59+00:00 Potential Future Lake Drainage for the Western Arctic Coastal Plain in northern Alaska from an Interferometric Synthetic Aperture Radar (IFSAR)-Derived Digital Surface Model, 2002-2003 Benjamin Jones Christopher Arp Guido Grosse Ingmar Nitze Mark Lara Matthew Whitman Louise Farquharson Mikhail Kanevskiy Andrew Parsekian Amy Breen Nori Ohara Rodrigo Rangel Kenneth Hinkel The 30,400 km2 study area encompasses the majority of the lake-rich western Arctic Coastal Plain of northern Alaska . It represents the intersection of the lake drainage region analyzed in Hinkel et al. (2007) with the acquisition area of an airborne IfSAR-derived DSM acquired in 2002 and 2003. ENVELOPE(-158.76688,-150.94856,71.494934,69.506485) BEGINDATE: 2002-01-01T00:00:00Z ENDDATE: 2003-01-01T00:00:00Z 2019-01-01T00:00:00Z https://doi.org/10.18739/A2JH3D29N unknown Arctic Data Center Arctic Lake Lake Drainage Drained Lake Basin Thermokarst Lake Dataset 2019 dataone:urn:node:ARCTIC https://doi.org/10.18739/A2JH3D29N 2024-11-03T19:14:51Z Assessment of lakes for their future potential to drain relied on the 2002/03 airborne Interferometric Synthetic Aperture Radar (IFSAR) Digital Surface Model (DSM) data for the western Arctic Coastal Plain in northern Alaska. Lakes were extracted from the IfSAR DSM using a slope derivative and manual correction (Jones et al., 2017). The vertical uncertainty for correctly detecting lake-based drainage gradients with the IfSAR DSM was defined by comparing surface elevation differences of several overlapping DSM tile edges. This comparison showed standard deviations of elevation between overlapping IfSAR tiles ranging from 0.0 to 0.6 meters (m). Thus, we chose a minimum height difference of 0.6 m to represent a detectable elevation gradient adjacent to a lake as being most likely to contribute to a rapid drainage event. This value is also in agreement with field verified estimates of the relative vertical accuracy (~0.5 m) of the DSM dataset around Utqiaġvik (formerly Barrow) (Manley et al., 2005) and the stated vertical RMSE (~1.0 m) of the DSM data (Intermap, 2010). Development of the potential lake drainage dataset involved several processing steps. First, lakes were classified as potential future drainage candidates if the difference between the elevation of the lake surface and the lowest elevation within a 100 m buffer of the lake shoreline exceeded our chosen threshold of 0.6 m. Next, we selected lakes with a minimum size of 10 ha to match the historic lake drainage dataset. We further filtered the dataset by selecting lakes estimated to have low hydrological connectivity based on relations between lake contributing area as determined for specific surficial geology types and presented in Jones et al. (2017). This was added to the future projection workflow to isolate the lake population that likely responds to changes in surface area driven largely by geomorphic change as opposed to differences in surface hydrology. Lakes within a basin with low to no hydrologic connectivity that had an elevation change gradient between the lake surface and surrounding landscape are considered likely locations to assess for future drainage potential. Further, the greater the elevation difference, the greater the drainage potential. This dataset provided a first-order estimate of lakes classified as being prone to future drainage. We further refined our assessment of potential drainage lakes by identifying the location of the point with the lowest elevation within the 100 m buffer of the lake shoreline and manually interpreted lakes to have a high drainage potential based on the location of the likely drainage point to known lake drainage pathways using circa 2002 orthophotography or more recent high resolution satellite imagery available for the Western Coastal Arctic Plain (WACP). Lakes classified as having a high drainage potential typically had the likely drainage location associated with one or more of the following: (1) an adjacent lake, (2) the cutbank of a river, (3) the ocean, (4) were located in an area with dense ice-wedge networks, (5) appeared to coincide with a potentially headward eroding stream, or (6) were associated with thermokarst lake shoreline processes in the moderate to high ground ice content terrain. We also added information on potential lake drainage pathways to the high potential drainage dataset by manually interpreting the landform associated with the likely drainage site to draw comparisons with the historic lake drainage dataset. Dataset Arctic Barrow Thermokarst Alaska Arctic Data Center (via DataONE) Arctic Arctic Lake ENVELOPE(-130.826,-130.826,57.231,57.231) ENVELOPE(-158.76688,-150.94856,71.494934,69.506485)