Fractals and Nonlinearity of Ocean Waves

From observations using secondary field data and dimension calculations, ocean waves exhibit fractals. Fractals are also hypothesized to have a direct relation with the degree of the waves nonlinearity. We took secondary data of 40 time series of wave record taken from Grays Harbor Wave Refraction...

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Main Author: Harman Ajiwibowo
Format: Article
Language:English
Published: Institut Teknologi Bandung 2003-07-01
Series:Jurnal Teknik Sipil
Subjects:
Online Access:http://journals.itb.ac.id/index.php/jts/article/view/2630/1237
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spelling doaj-dda6cfd06c304feb8d31933d6ec7d5f82020-11-25T01:54:35ZengInstitut Teknologi BandungJurnal Teknik Sipil0853-29822549-26592003-07-01103939810.5614/jts.2003.10.3.2Fractals and Nonlinearity of Ocean WavesHarman Ajiwibowo0Institut Teknologi BandungFrom observations using secondary field data and dimension calculations, ocean waves exhibit fractals. Fractals are also hypothesized to have a direct relation with the degree of the waves nonlinearity. We took secondary data of 40 time series of wave record taken from Grays Harbor Wave Refraction Experiment, Washington in 1999. The data are divided into two groups, one group being data taken from the water depth of 25 meters and second group being data taken from water depth of 12 meters. The selection of data is in such a way that the second group is the waves traveling from the first group. We use rescaled range analysis to calculate the fractal dimension of the waves and Goda nonlinearity parameter as a measure of the waves nonlinearity. From the results, we confirm that fractals are a function of waves nonlinearity.http://journals.itb.ac.id/index.php/jts/article/view/2630/1237Fractals; nonlinear; Waves; Rescaled range analysis; Benoit; Fractal dimension; Nonlinearity Parameter; Skewness.
collection DOAJ
language English
format Article
sources DOAJ
author Harman Ajiwibowo
spellingShingle Harman Ajiwibowo
Fractals and Nonlinearity of Ocean Waves
Jurnal Teknik Sipil
Fractals; nonlinear; Waves; Rescaled range analysis; Benoit; Fractal dimension; Nonlinearity Parameter; Skewness.
author_facet Harman Ajiwibowo
author_sort Harman Ajiwibowo
title Fractals and Nonlinearity of Ocean Waves
title_short Fractals and Nonlinearity of Ocean Waves
title_full Fractals and Nonlinearity of Ocean Waves
title_fullStr Fractals and Nonlinearity of Ocean Waves
title_full_unstemmed Fractals and Nonlinearity of Ocean Waves
title_sort fractals and nonlinearity of ocean waves
publisher Institut Teknologi Bandung
series Jurnal Teknik Sipil
issn 0853-2982
2549-2659
publishDate 2003-07-01
description From observations using secondary field data and dimension calculations, ocean waves exhibit fractals. Fractals are also hypothesized to have a direct relation with the degree of the waves nonlinearity. We took secondary data of 40 time series of wave record taken from Grays Harbor Wave Refraction Experiment, Washington in 1999. The data are divided into two groups, one group being data taken from the water depth of 25 meters and second group being data taken from water depth of 12 meters. The selection of data is in such a way that the second group is the waves traveling from the first group. We use rescaled range analysis to calculate the fractal dimension of the waves and Goda nonlinearity parameter as a measure of the waves nonlinearity. From the results, we confirm that fractals are a function of waves nonlinearity.
topic Fractals; nonlinear; Waves; Rescaled range analysis; Benoit; Fractal dimension; Nonlinearity Parameter; Skewness.
url http://journals.itb.ac.id/index.php/jts/article/view/2630/1237
work_keys_str_mv AT harmanajiwibowo fractalsandnonlinearityofoceanwaves
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