Standard

Wave steepness from satellite altimetry for wave dynamics and climate studies. / Badulin, S.; Grigorieva, V.; Gavrikov, A. и др.

в: Russian Journal of Earth Sciences, Том 18, № 5, ES5005, 01.01.2018.

Результаты исследований: Научные публикации в периодических изданияхстатьяРецензирование

Harvard

Badulin, S, Grigorieva, V, Gavrikov, A, Geogjaev, V, Krinitskiy, M & Markina, M 2018, 'Wave steepness from satellite altimetry for wave dynamics and climate studies', Russian Journal of Earth Sciences, Том. 18, № 5, ES5005. https://doi.org/10.2205/2018ES000638

APA

Badulin, S., Grigorieva, V., Gavrikov, A., Geogjaev, V., Krinitskiy, M., & Markina, M. (2018). Wave steepness from satellite altimetry for wave dynamics and climate studies. Russian Journal of Earth Sciences, 18(5), [ES5005]. https://doi.org/10.2205/2018ES000638

Vancouver

Badulin S, Grigorieva V, Gavrikov A, Geogjaev V, Krinitskiy M, Markina M. Wave steepness from satellite altimetry for wave dynamics and climate studies. Russian Journal of Earth Sciences. 2018 янв. 1;18(5):ES5005. doi: 10.2205/2018ES000638

Author

Badulin, S. ; Grigorieva, V. ; Gavrikov, A. и др. / Wave steepness from satellite altimetry for wave dynamics and climate studies. в: Russian Journal of Earth Sciences. 2018 ; Том 18, № 5.

BibTeX

@article{89a7e268253f4aac9a2b6dc8675615e0,
title = "Wave steepness from satellite altimetry for wave dynamics and climate studies",
abstract = "Wave steepness is presented as an extension and a valuable add-on to the conventional set of sea state parameters retrieved from satellite altimetry data. Following physical model based on recent advances of weak turbulence theory wave steepness is estimated from directly measured spatial gradient of wave height. In this way the method works with altimetry trajectories rather than with point-wise data. Moreover, in contrast to widely used parametric models this approach provides us with instantaneous values of wave steepness and period. Relevance of single-track estimates of wave steepness (period) is shown for wave climate studies and confirmed by a simple probabilistic model. The approach is verified via comparison against buoy and satellite data including crossover points for standard 1 second data of Ku-band altimeters. High quality of the physical model and robustness of the parametric ones are examined in terms of global wave statistics. Prospects and relevance of both approaches in the ocean wave climate studies are discussed. KEYWORDS: Wave turbulence; satellite altimetry; wave steepness; parametric and physical models of wave period.",
keywords = "Wave turbulence, satellite altimetry, wave steepness, parametric and physical models of wave period, OCEAN SWELL, WIND-SPEED, SURFACE, PERIOD, PROPAGATION, SIMILARITY, SPECTRUM, GROWTH, STAGE, MODEL",
author = "S. Badulin and V. Grigorieva and A. Gavrikov and V. Geogjaev and M. Krinitskiy and M. Markina",
year = "2018",
month = jan,
day = "1",
doi = "10.2205/2018ES000638",
language = "English",
volume = "18",
journal = "Russian Journal of Earth Sciences",
issn = "1681-1208",
publisher = "GEOPHYSICAL CENTER RAS",
number = "5",

}

RIS

TY - JOUR

T1 - Wave steepness from satellite altimetry for wave dynamics and climate studies

AU - Badulin, S.

AU - Grigorieva, V.

AU - Gavrikov, A.

AU - Geogjaev, V.

AU - Krinitskiy, M.

AU - Markina, M.

PY - 2018/1/1

Y1 - 2018/1/1

N2 - Wave steepness is presented as an extension and a valuable add-on to the conventional set of sea state parameters retrieved from satellite altimetry data. Following physical model based on recent advances of weak turbulence theory wave steepness is estimated from directly measured spatial gradient of wave height. In this way the method works with altimetry trajectories rather than with point-wise data. Moreover, in contrast to widely used parametric models this approach provides us with instantaneous values of wave steepness and period. Relevance of single-track estimates of wave steepness (period) is shown for wave climate studies and confirmed by a simple probabilistic model. The approach is verified via comparison against buoy and satellite data including crossover points for standard 1 second data of Ku-band altimeters. High quality of the physical model and robustness of the parametric ones are examined in terms of global wave statistics. Prospects and relevance of both approaches in the ocean wave climate studies are discussed. KEYWORDS: Wave turbulence; satellite altimetry; wave steepness; parametric and physical models of wave period.

AB - Wave steepness is presented as an extension and a valuable add-on to the conventional set of sea state parameters retrieved from satellite altimetry data. Following physical model based on recent advances of weak turbulence theory wave steepness is estimated from directly measured spatial gradient of wave height. In this way the method works with altimetry trajectories rather than with point-wise data. Moreover, in contrast to widely used parametric models this approach provides us with instantaneous values of wave steepness and period. Relevance of single-track estimates of wave steepness (period) is shown for wave climate studies and confirmed by a simple probabilistic model. The approach is verified via comparison against buoy and satellite data including crossover points for standard 1 second data of Ku-band altimeters. High quality of the physical model and robustness of the parametric ones are examined in terms of global wave statistics. Prospects and relevance of both approaches in the ocean wave climate studies are discussed. KEYWORDS: Wave turbulence; satellite altimetry; wave steepness; parametric and physical models of wave period.

KW - Wave turbulence

KW - satellite altimetry

KW - wave steepness

KW - parametric and physical models of wave period

KW - OCEAN SWELL

KW - WIND-SPEED

KW - SURFACE

KW - PERIOD

KW - PROPAGATION

KW - SIMILARITY

KW - SPECTRUM

KW - GROWTH

KW - STAGE

KW - MODEL

UR - http://www.scopus.com/inward/record.url?scp=85060979415&partnerID=8YFLogxK

U2 - 10.2205/2018ES000638

DO - 10.2205/2018ES000638

M3 - Article

AN - SCOPUS:85060979415

VL - 18

JO - Russian Journal of Earth Sciences

JF - Russian Journal of Earth Sciences

SN - 1681-1208

IS - 5

M1 - ES5005

ER -

ID: 21451102