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Maria J. Molina
,
Travis A. O’Brien
,
Gemma Anderson
,
Moetasim Ashfaq
,
Katrina E. Bennett
,
William D. Collins
,
Katherine Dagon
,
Juan M. Restrepo
, and
Paul A. Ullrich

1. Introduction Climate variability and weather phenomena that cause extremes can significantly stress natural and human resources and result in costly disasters that claim lives ( Thornton et al. 2014 ; Strader and Ashley 2015 ; Hu et al. 2018 ; Seneviratne et al. 2021 ; Ebi et al. 2021 ). According to the American Meteorological Society (AMS), climate variability refers to “temporal variations of the atmosphere–ocean system around a mean state” ( American Meteorological Society 2022

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Ricardo Martins Campos
,
Vladimir Krasnopolsky
,
Jose-Henrique G. M. Alves
, and
Stephen G. Penny

support with coding and parallelization, the atmospheric ensemble team at NCEP, and the observations provided by NDBC and NESDIS. REFERENCES Alves , J.-H. G. M. , and I. R. Young , 2003 : On estimating extreme wave heights using combined Geosat, Topex/Poseidon and ERS-1 altimeter data . App. Ocean Res. , 25 , 167 – 186 , https://doi.org/10.1016/j.apor.2004.01.002 . 10.1016/j.apor.2004.01.002 Alves , J.-H. G. M. , and Coauthors , 2013 : The NCEP–FNMOC combined wave ensemble product

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Noah D. Brenowitz
,
Tom Beucler
,
Michael Pritchard
, and
Christopher S. Bretherton

between humidity/temperature and heating/moistening, or likewise by automatic differentiation of nonlinear regression models ( Brenowitz and Bretherton 2019 ). Visualizing the LRF as a matrix does not predict the consequences of coupling the scheme to atmospheric fluid mechanics (i.e., the GCM’s “dynamical core”). Kuang (2010) takes this additional step by coupling CRM-derived LRFs with linearized gravity wave dynamics and further developing a vertically truncated ordinary differential equation

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Sid-Ahmed Boukabara
,
Vladimir Krasnopolsky
,
Stephen G. Penny
,
Jebb Q. Stewart
,
Amy McGovern
,
David Hall
,
John E. Ten Hoeve
,
Jason Hickey
,
Hung-Lung Allen Huang
,
John K. Williams
,
Kayo Ide
,
Philippe Tissot
,
Sue Ellen Haupt
,
Kenneth S. Casey
,
Nikunj Oza
,
Alan J. Geer
,
Eric S. Maddy
, and
Ross N. Hoffman

. Alves , S. G. Penny , and V. Krasnopolsky , 2018 : Assessments of surface winds and waves from the NCEP ensemble forecast system . Wea. Forecasting , 33 , 1533 – 1546 , https://doi.org/10.1175/WAF-D-18-0086.1 . Campos , R. M. , V. Krasnopolsky , J.-H. G. M. Alves , and S. G. Penny , 2019 : Nonlinear wave ensemble averaging in the Gulf of Mexico using neural network . J. Atmos. Oceanic Technol. , 36 , 113 – 127 , https://doi.org/10.1175/JTECH-D-18-0099.1 . Chang , B. , L

Open access
Sid-Ahmed Boukabara
,
Vladimir Krasnopolsky
,
Jebb Q. Stewart
,
Eric S. Maddy
,
Narges Shahroudi
, and
Ross N. Hoffman

, 17 – 33 , https://doi.org/10.1016/j.neucom.2018.01.092 . Campos , R. M. , V. Krasnopolsky , J.-H. G. M. Alves , and S. G. Penny , 2019 : Nonlinear wave ensemble averaging in the Gulf of Mexico using neural network . J. Atmos. Oceanic Technol. , 36 , 113 – 127 , https://doi.org/10.1175/JTECH-D-18-0099.1 . Cao , W. , X. Wang , Z. Ming , and J. Gao , 2018 : A review on neural networks with random weights . Neurocomputing , 275 , 278 – 287 , https://doi.org/10.1016/j

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John L. Cintineo
,
Michael J. Pavolonis
,
Justin M. Sieglaff
,
Anthony Wimmers
,
Jason Brunner
, and
Willard Bellon

supercell thunderstorms ( Apke et al. 2016 ). Textural patterns at cloud top have also been used to infer updraft strength ( Bedka and Khlopenkov 2016 ). In the presence of strong upper-level flow, some overshoots generate above-anvil cirrus plumes (AACP) downstream from the overshooting top as a result of internal gravity wave breaking and are apparent in visible satellite imagery ( Wang 2003 ; Wang et al. 2016 ; Homeyer et al. 2017 ; Bedka et al. 2018 ). AACPs in visible imagery are responsible for

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Yaling Liu
,
Dongdong Chen
,
Soukayna Mouatadid
,
Xiaoliang Lu
,
Min Chen
,
Yu Cheng
,
Zhenghui Xie
,
Binghao Jia
,
Huan Wu
, and
Pierre Gentine

techniques in Earth science ( Reichstein et al. 2019 ). By predicting temporally varying target variables in land, ocean and atmosphere domains from temporally varying features, machine learning has been actively used to study Earth system dynamics. Particularly, compared to previous mechanistic or semiempirical modeling approaches, machine learning methods have been proven to be more powerful and flexible when inferring continental or global estimates from point observations, such as predicting carbon

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