A Non-Stationary and Directional Probabilistic Analysis of Coastal Storms in the Greek Seas

被引:1
|
作者
Malliouri, Dimitra I. [1 ]
Moraitis, Vyron [1 ]
Petrakis, Stelios [1 ,2 ]
Vandarakis, Dimitrios [1 ]
Hatiris, Georgios-Angelos [1 ,3 ]
Kapsimalis, Vasilios [4 ]
机构
[1] Hellen Ctr Marine Res, Hydrobiol Stn Rhodes, Cos St, Rhodes 85131, Greece
[2] Natl & Kapodistrian Univ Athens, Fac Geol & Geoenvironm, Sch Sci, Univ Campus, Athens, GA 15784 USA
[3] Harokopio Univ, Geog Dept, Eleftheriou Venizelou 70, Athens 17671, Greece
[4] Hellen Ctr Marine Res, Inst Oceanog, 46-7 km Athens-Sounio Ave, Anavyssos 19013, Greece
关键词
coastal storms; directional model; long-term variability; non-stationary; climate change; EXTREME WAVE HEIGHTS; CLIMATE-CHANGE; SCENARIO; DESIGN; EXCEEDANCES; STATISTICS; FRAMEWORK; EVENTS; TRENDS; SURGES;
D O I
10.3390/w15132455
中图分类号
X [环境科学、安全科学];
学科分类号
08 ; 0830 ;
摘要
The variability of coastal storms over the years and direction is considered in a unified, innovative approach, providing crucial information for a wide variety of coastal engineering studies and wave energy applications under the impact of climatic change. Specifically, an alternative easy-to-apply technique is presented and applied to consider the storms' direction as a covariate. This technique enables the probabilistic representation of coastal storms in every direction over the directional domain and is efficiently incorporated into a non-stationary directional extreme value analysis. The developed methodology is applied to six locations in the Greek Seas. Based on the derived results, the most likely and most extreme significant wave height estimates present, in general, a bimodal behavior with pronounced maxima. In particular, the first peak is observed before the twenty-first century, while the second peak is likely to occur around the middle of the twenty-first century. Furthermore, coastal storms coming from directions of large fetches are the most severe storms, presenting though a drop in their intensity at the end of the twenty-first century. On the contrary, coastal storms of fetch-limited directions may present minor variations in their probability distributions over the years.
引用
收藏
页数:20
相关论文
共 50 条
  • [1] Monitoring of wind characteristics of tropical storms: A non-stationary perspective
    Tao, T. Y.
    Wang, H.
    [J]. BRIDGE MAINTENANCE, SAFETY, MANAGEMENT, LIFE-CYCLE SUSTAINABILITY AND INNOVATIONS, 2021, : 1545 - 1550
  • [2] NON-STATIONARY PROBABILITY OF PARAMETRIC ROLL OF SHIPS IN RANDOM SEAS
    Dostal, Leo
    Kreuzer, Edwin
    [J]. COMPUTATIONAL METHODS IN MARINE ENGINEERING V (MARINE 2013), 2013, : 772 - 780
  • [3] Including Non-Stationary Magnitude–Frequency Distributions in Probabilistic Seismic Hazard Analysis
    Mauricio Reyes Canales
    Mirko van der Baan
    [J]. Pure and Applied Geophysics, 2019, 176 : 2299 - 2319
  • [4] A NEW PROBABILISTIC REPRESENTATION FOR NON-STATIONARY GROUND MOTION
    Liu, Zhangjun
    Wu, Linqiang
    Wang, Zhou
    [J]. PROCEEDINGS OF THE THIRTEENTH INTERNATIONAL SYMPOSIUM ON STRUCTURAL ENGINEERING, VOLS 1 AND II, 2014, : 1387 - 1392
  • [5] Probabilistic Slope Stability Analysis using RFEM with Non-Stationary Random Fields
    Griffiths, D. V.
    Huang, J.
    Fenton, G. A.
    [J]. GEOTECHNICAL SAFETY AND RISK V, 2015, : 704 - 709
  • [6] On the theory of non-stationary directional solidification with a phase transition layer
    Nizovtseva, Irina G.
    [J]. EUROPEAN PHYSICAL JOURNAL-SPECIAL TOPICS, 2020, 229 (2-3): : 405 - 416
  • [7] On the theory of non-stationary directional solidification with a phase transition layer
    Irina G. Nizovtseva
    [J]. The European Physical Journal Special Topics, 2020, 229 : 405 - 416
  • [8] Including Non-Stationary Magnitude-Frequency Distributions in Probabilistic Seismic Hazard Analysis
    Canales, Mauricio Reyes
    van der Baan, Mirko
    [J]. PURE AND APPLIED GEOPHYSICS, 2019, 176 (06) : 2299 - 2319
  • [9] A Non-Stationary Analytical Framework for the Probabilistic Characterization of Drought Events
    Cancelliere, Antonino
    Bonaccorso, Brunella
    [J]. WORLD ENVIRONMENTAL AND WATER RESOURCES CONGRESS 2016: WATERSHED MANAGEMENT, IRRIGATION AND DRAINAGE, AND WATER RESOURCES PLANNING AND MANAGEMENT, 2016, : 350 - 358
  • [10] Analysis of non-stationary and nonlinear signals
    Rao, TS
    [J]. ZEITSCHRIFT FUR ANGEWANDTE MATHEMATIK UND MECHANIK, 1996, 76 : 75 - 77