Dynamic and static models of gully erosion

Abstract The main causes of gully formation are anthropogenic factors: the clearing of native forests, tilling of fallow lands and associated change of the hydrological conditions in the rainfallrunoff system. Gully channels formation is very rapid during the period of gully initiation, when morphol...

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Main Author: A Sidorchuk
Other Authors: The Pennsylvania State University CiteSeerX Archives
Format: Text
Language:English
Published: 1999
Subjects:
Online Access:http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.1038.1073
http://www.fluvial-systems.net/present_en/Utrecht1997.pdf
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spelling ftciteseerx:oai:CiteSeerX.psu:10.1.1.1038.1073 2023-05-15T18:45:33+02:00 Dynamic and static models of gully erosion A Sidorchuk The Pennsylvania State University CiteSeerX Archives 1999 application/pdf http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.1038.1073 http://www.fluvial-systems.net/present_en/Utrecht1997.pdf en eng http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.1038.1073 http://www.fluvial-systems.net/present_en/Utrecht1997.pdf Metadata may be used without restrictions as long as the oai identifier remains attached to it. http://www.fluvial-systems.net/present_en/Utrecht1997.pdf text 1999 ftciteseerx 2020-03-08T01:18:20Z Abstract The main causes of gully formation are anthropogenic factors: the clearing of native forests, tilling of fallow lands and associated change of the hydrological conditions in the rainfallrunoff system. Gully channels formation is very rapid during the period of gully initiation, when morphological characteristics of a gully (length, depth, width, area, and volume) are far from stable. This period is relatively short, about 5 % of a gully's lifetime. The most part of a gully's lifetime its size is near stable, maximum value. These two stages of gully development led to two types of gully erosion models: 1) dynamic models to predict rapid changes of gully morphology at the first period of gully development; 2) static models to calculate final morphometric parameters of stable gullies. The dynamic gully model is based on the solution of the equations of mass conservation and gully bed deformation. The model of straight slope stability was used for prediction of gully side walls inclination. The static gully model is based on the assumption of final morphological equilibrium of a gully, when averaged for several years, elevations and width of gully bottom does not change. This stability is associated with a negligible rate both of erosion and sedimentation at the gully bottom. That means, that flow velocity is less than threshold value for erosion initiation, but is more than the critical velocity of wash load sedimentation. The dynamic and static gully models were verified on the data on gullies morphology and dynamics from Yamal peninsula (Russia) and New South Wales (Australia). Text Yamal Peninsula Unknown Yamal Peninsula ENVELOPE(69.873,69.873,70.816,70.816) The Gully ENVELOPE(-57.731,-57.731,51.567,51.567)
institution Open Polar
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description Abstract The main causes of gully formation are anthropogenic factors: the clearing of native forests, tilling of fallow lands and associated change of the hydrological conditions in the rainfallrunoff system. Gully channels formation is very rapid during the period of gully initiation, when morphological characteristics of a gully (length, depth, width, area, and volume) are far from stable. This period is relatively short, about 5 % of a gully's lifetime. The most part of a gully's lifetime its size is near stable, maximum value. These two stages of gully development led to two types of gully erosion models: 1) dynamic models to predict rapid changes of gully morphology at the first period of gully development; 2) static models to calculate final morphometric parameters of stable gullies. The dynamic gully model is based on the solution of the equations of mass conservation and gully bed deformation. The model of straight slope stability was used for prediction of gully side walls inclination. The static gully model is based on the assumption of final morphological equilibrium of a gully, when averaged for several years, elevations and width of gully bottom does not change. This stability is associated with a negligible rate both of erosion and sedimentation at the gully bottom. That means, that flow velocity is less than threshold value for erosion initiation, but is more than the critical velocity of wash load sedimentation. The dynamic and static gully models were verified on the data on gullies morphology and dynamics from Yamal peninsula (Russia) and New South Wales (Australia).
author2 The Pennsylvania State University CiteSeerX Archives
format Text
author A Sidorchuk
spellingShingle A Sidorchuk
Dynamic and static models of gully erosion
author_facet A Sidorchuk
author_sort A Sidorchuk
title Dynamic and static models of gully erosion
title_short Dynamic and static models of gully erosion
title_full Dynamic and static models of gully erosion
title_fullStr Dynamic and static models of gully erosion
title_full_unstemmed Dynamic and static models of gully erosion
title_sort dynamic and static models of gully erosion
publishDate 1999
url http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.1038.1073
http://www.fluvial-systems.net/present_en/Utrecht1997.pdf
long_lat ENVELOPE(69.873,69.873,70.816,70.816)
ENVELOPE(-57.731,-57.731,51.567,51.567)
geographic Yamal Peninsula
The Gully
geographic_facet Yamal Peninsula
The Gully
genre Yamal Peninsula
genre_facet Yamal Peninsula
op_source http://www.fluvial-systems.net/present_en/Utrecht1997.pdf
op_relation http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.1038.1073
http://www.fluvial-systems.net/present_en/Utrecht1997.pdf
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