Filling gaps in wave records with artificial neural networks

This contribution presents a neural data interpolation methodology, which was implemented to restore missing wave measurements. The methodology is based on the ability of artificial neural networks to find and reproduce non-linear dependencies within complex geophysical systems. The data were obtain...

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Main Authors: Makarynskyy, Oleg, Makarynska, D., Rusu, E., Gavrilov, Alexander
Format: Conference Paper
Published: Balkema 2005
Subjects:
Online Access:http://www.tandf.co.uk
http://hdl.handle.net/20.500.11937/40874
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author Makarynskyy, Oleg
Makarynska, D.
Rusu, E.
Gavrilov, Alexander
author_facet Makarynskyy, Oleg
Makarynska, D.
Rusu, E.
Gavrilov, Alexander
author_sort Makarynskyy, Oleg
building Curtin Institutional Repository
collection Online Access
description This contribution presents a neural data interpolation methodology, which was implemented to restore missing wave measurements. The methodology is based on the ability of artificial neural networks to find and reproduce non-linear dependencies within complex geophysical systems. The data were obtained from a field campaign during July 1985- ecember 1993 near Tasmania. Wave observations from a "Waverider" buoy were broadcasted as a high frequency radio signal via a quarter-wave antenna to a "Diwar" receiver. These measurements were used to train and to validate the neural nets employed. To restore missing data over time periods from 12 to 36 hours, five feed-forward, three-layered, artificial neural networks of a similar structure were implemented. The artificial neural networks' performance was estimated in terms of the bias, root mean square error, correlation coefficient, and scatter index. The methodology demonstrated reliable results with a fairly good overall agreement between the restored wave records and actual measurements.
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publishDate 2005
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spelling curtin-20.500.11937-408742017-01-30T14:46:26Z Filling gaps in wave records with artificial neural networks Makarynskyy, Oleg Makarynska, D. Rusu, E. Gavrilov, Alexander artificial intelligence data measurements interpolation simulation significant wave height This contribution presents a neural data interpolation methodology, which was implemented to restore missing wave measurements. The methodology is based on the ability of artificial neural networks to find and reproduce non-linear dependencies within complex geophysical systems. The data were obtained from a field campaign during July 1985- ecember 1993 near Tasmania. Wave observations from a "Waverider" buoy were broadcasted as a high frequency radio signal via a quarter-wave antenna to a "Diwar" receiver. These measurements were used to train and to validate the neural nets employed. To restore missing data over time periods from 12 to 36 hours, five feed-forward, three-layered, artificial neural networks of a similar structure were implemented. The artificial neural networks' performance was estimated in terms of the bias, root mean square error, correlation coefficient, and scatter index. The methodology demonstrated reliable results with a fairly good overall agreement between the restored wave records and actual measurements. 2005 Conference Paper http://hdl.handle.net/20.500.11937/40874 http://www.tandf.co.uk Balkema restricted
spellingShingle artificial intelligence
data measurements
interpolation
simulation
significant wave height
Makarynskyy, Oleg
Makarynska, D.
Rusu, E.
Gavrilov, Alexander
Filling gaps in wave records with artificial neural networks
title Filling gaps in wave records with artificial neural networks
title_full Filling gaps in wave records with artificial neural networks
title_fullStr Filling gaps in wave records with artificial neural networks
title_full_unstemmed Filling gaps in wave records with artificial neural networks
title_short Filling gaps in wave records with artificial neural networks
title_sort filling gaps in wave records with artificial neural networks
topic artificial intelligence
data measurements
interpolation
simulation
significant wave height
url http://www.tandf.co.uk
http://hdl.handle.net/20.500.11937/40874