Remote Geotechnical Monitoring of a Buried Oil Pipeline

Extensive but remote oil and gas fields in Canada and Russia require extremely long pipelines. Global warming and local anthropogenic effects drive the deepening of seasonal thawing of cryolithozone soils and enhance pathological processes such as frost heave, thermokarst, and thermal erosion. These...

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Published in:Mathematics
Main Author: Alla Yu. Vladova
Format: Text
Language:English
Published: Multidisciplinary Digital Publishing Institute 2022
Subjects:
ESG
Online Access:https://doi.org/10.3390/math10111813
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spelling ftmdpi:oai:mdpi.com:/2227-7390/10/11/1813/ 2023-08-20T04:09:13+02:00 Remote Geotechnical Monitoring of a Buried Oil Pipeline Alla Yu. Vladova 2022-05-25 application/pdf https://doi.org/10.3390/math10111813 EN eng Multidisciplinary Digital Publishing Institute Network Science https://dx.doi.org/10.3390/math10111813 https://creativecommons.org/licenses/by/4.0/ Mathematics; Volume 10; Issue 11; Pages: 1813 ESG pipeline remote monitoring data analysis machine learning time series Text 2022 ftmdpi https://doi.org/10.3390/math10111813 2023-08-01T05:09:50Z Extensive but remote oil and gas fields in Canada and Russia require extremely long pipelines. Global warming and local anthropogenic effects drive the deepening of seasonal thawing of cryolithozone soils and enhance pathological processes such as frost heave, thermokarst, and thermal erosion. These processes lead to a reduction in the subgrade capacity of the soils, causing changes in the spatial position of the pipelines, consequently increasing the number of accidents. Oil operators are compelled to monitor the daily temperatures of unevenly heated soils along pipeline routes. However, they are confronted with the problem of separating anthropogenic heat losses from seasonal temperature fluctuations. To highlight heat losses, we propose a short-term prediction approach to a transformed multidimensional dataset. First, we define the temperature intervals according to the classification of permafrost to generate additional features that sharpen seasonal and permafrost conditions, as well as the timing of temperature measurement. Furthermore, linear and nonlinear uncorrelated features are extracted and scaled. The second step consists of selecting a training sample, learning, and adjusting the additive regression model. Forecasts are then made from the test sample to assess the accuracy of the model. The forecasting procedure is provided by the three-component model named Prophet. Prophet fits linear and nonlinear functions to define the trend component and Fourier series to define the seasonal component; the third component, responsible for the abnormal days (when the heating regime is changed for some reason), could be defined by an analyst. Preliminary statistical analysis shows that the subsurface frozen soils containing the oil pipeline are mostly unstable, especially in the autumn season. Based upon the values of the error metrics, it is determined that the most accurate forecast is obtained on a three-month uniform time grid. Text permafrost Thermokarst MDPI Open Access Publishing Canada Mathematics 10 11 1813
institution Open Polar
collection MDPI Open Access Publishing
op_collection_id ftmdpi
language English
topic ESG
pipeline
remote monitoring
data analysis
machine learning
time series
spellingShingle ESG
pipeline
remote monitoring
data analysis
machine learning
time series
Alla Yu. Vladova
Remote Geotechnical Monitoring of a Buried Oil Pipeline
topic_facet ESG
pipeline
remote monitoring
data analysis
machine learning
time series
description Extensive but remote oil and gas fields in Canada and Russia require extremely long pipelines. Global warming and local anthropogenic effects drive the deepening of seasonal thawing of cryolithozone soils and enhance pathological processes such as frost heave, thermokarst, and thermal erosion. These processes lead to a reduction in the subgrade capacity of the soils, causing changes in the spatial position of the pipelines, consequently increasing the number of accidents. Oil operators are compelled to monitor the daily temperatures of unevenly heated soils along pipeline routes. However, they are confronted with the problem of separating anthropogenic heat losses from seasonal temperature fluctuations. To highlight heat losses, we propose a short-term prediction approach to a transformed multidimensional dataset. First, we define the temperature intervals according to the classification of permafrost to generate additional features that sharpen seasonal and permafrost conditions, as well as the timing of temperature measurement. Furthermore, linear and nonlinear uncorrelated features are extracted and scaled. The second step consists of selecting a training sample, learning, and adjusting the additive regression model. Forecasts are then made from the test sample to assess the accuracy of the model. The forecasting procedure is provided by the three-component model named Prophet. Prophet fits linear and nonlinear functions to define the trend component and Fourier series to define the seasonal component; the third component, responsible for the abnormal days (when the heating regime is changed for some reason), could be defined by an analyst. Preliminary statistical analysis shows that the subsurface frozen soils containing the oil pipeline are mostly unstable, especially in the autumn season. Based upon the values of the error metrics, it is determined that the most accurate forecast is obtained on a three-month uniform time grid.
format Text
author Alla Yu. Vladova
author_facet Alla Yu. Vladova
author_sort Alla Yu. Vladova
title Remote Geotechnical Monitoring of a Buried Oil Pipeline
title_short Remote Geotechnical Monitoring of a Buried Oil Pipeline
title_full Remote Geotechnical Monitoring of a Buried Oil Pipeline
title_fullStr Remote Geotechnical Monitoring of a Buried Oil Pipeline
title_full_unstemmed Remote Geotechnical Monitoring of a Buried Oil Pipeline
title_sort remote geotechnical monitoring of a buried oil pipeline
publisher Multidisciplinary Digital Publishing Institute
publishDate 2022
url https://doi.org/10.3390/math10111813
geographic Canada
geographic_facet Canada
genre permafrost
Thermokarst
genre_facet permafrost
Thermokarst
op_source Mathematics; Volume 10; Issue 11; Pages: 1813
op_relation Network Science
https://dx.doi.org/10.3390/math10111813
op_rights https://creativecommons.org/licenses/by/4.0/
op_doi https://doi.org/10.3390/math10111813
container_title Mathematics
container_volume 10
container_issue 11
container_start_page 1813
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