Improved estimation of oceanographic climatology using empirical orthogonal functions and clustering

被引:0
|
作者
Hjelmervik, Karl Thomas [1 ]
Hjelmervik, Karina [2 ]
机构
[1] Norwegian Def Res Estab FFI, Horten, Norway
[2] Vestfold Univ Coll, FacTechnol & Maritime Sci, Horten, Norway
来源
2013 MTS/IEEE OCEANS - BERGEN | 2013年
关键词
ACOUSTICALLY STABLE AREAS; CLASSIFICATION;
D O I
暂无
中图分类号
TP301 [理论、方法];
学科分类号
081202 ;
摘要
Vertical profiles of temperature, salinity, and sound speed velocity are used in numerous applications where accurate vertical profiles are crucial. Conventional climatological representations of vertical oceanographic profiles are based on mean or median profiles of historic data in a rectangular area containing the position in question. In areas containing oceanographic fronts mean profiles may not be representative for the profiles in the area and may even be unphysical. We propose a different approach to generate more realistic climatological estimates of the vertical profiles at a given time and position. The depth-dependent behaviours of all historic temperature and salinity profiles are classified by combining Empirical Orthogonal Function (EOF) analysis with K-means clustering. All profiles with similar EOF-coefficients are sorted into a single cluster and averaged to find a representative profile for that cluster.The geographical extent and temporal validity of the cluster are given by the positions and measurement times of the contained profiles. The method is here illustrated using ARGO temperature profiles from the North Atlantic from 2001 to 2012. The proposed method automatically allocates a high density of clusters in areas with large oceanographic variability, such as areas with oceanographic fronts. On the eastern coast of North America cold water from the Labrador Sea runs southwards between the coastline and the warmer Gulf Stream running northeast, resulting in strong fronts. The depth-dependent behaviour of an average profile from all profiles contained in a rectangular, geographic window may differ strongly from the present oceanographic profiles. The profiles representing the nearby clusters, on the other hand, better represent the general depth-dependent behaviour of the profiles in this region.
引用
收藏
页数:5
相关论文
共 50 条
  • [32] Empirical Orthogonal Functions: The Medium is the Message
    Monahan, Adam H.
    Fyfe, John C.
    Ambaum, Maarten H. P.
    Stephenson, David B.
    North, Gerald R.
    JOURNAL OF CLIMATE, 2009, 22 (24) : 6501 - 6514
  • [33] Various ways of using empirical orthogonal functions for climate model evaluation
    Benestad, Rasmus E.
    Mezghani, Abdelkader
    Lutz, Julia
    Dobler, Andreas
    Parding, Kajsa M.
    Landgren, Oskar A.
    GEOSCIENTIFIC MODEL DEVELOPMENT, 2023, 16 (10) : 2899 - 2913
  • [34] Exploring Monthly To Seasonal Beach Morphodynamics Using Empirical Orthogonal Functions
    Stokes, Christopher
    Russell, Paul
    Conley, Daniel
    Beaumont, Emily
    Greaves, Deborah
    JOURNAL OF COASTAL RESEARCH, 2013, : 1868 - 1873
  • [35] Analysis of Spatiotemporal Variability of Corn Yields Using Empirical Orthogonal Functions
    Kim, Seongyun
    Daughtry, Craig
    Russ, Andrew
    Pedrera-Parrilla, Aura
    Pachepsky, Yakov
    WATER, 2020, 12 (12)
  • [36] Isopycnal empirical orthogonal functions (EOFs) in the North and tropical Atlantic and their use in estimation problems
    Faucher, P
    Gavart, M
    De Mey, P
    JOURNAL OF GEOPHYSICAL RESEARCH-OCEANS, 2002, 107 (C8)
  • [37] Groundwater management using model reduction via empirical orthogonal functions
    McPhee, James
    Yeh, William W. -G.
    JOURNAL OF WATER RESOURCES PLANNING AND MANAGEMENT, 2008, 134 (02) : 161 - 170
  • [38] Analysis of a Mesoscale Gravity Wave Event Using Empirical Orthogonal Functions
    Fiorino, Steven T.
    Correia, James, Jr.
    EARTH INTERACTIONS, 2002, 6
  • [39] An Operational Tracking Method for the MJO Using Extended Empirical Orthogonal Functions
    A. Dey
    R. Chattopadhyay
    A. K. Sahai
    R. Mandal
    S. Joseph
    R. Phani
    S. Abhilash
    Pure and Applied Geophysics, 2019, 176 : 2697 - 2717
  • [40] Reconstructing a band-limited function using empirical orthogonal functions
    Wang, Jianfeng
    2006 IEEE INSTRUMENTATION AND MEASUREMENT TECHNOLOGY CONFERENCE PROCEEDINGS, VOLS 1-5, 2006, : 1441 - 1445