| Literature DB >> 32221302 |
Joao Morim1,2, Claire Trenham3, Mark Hemer3, Xiaolan L Wang4, Nobuhito Mori5, Mercè Casas-Prat4, Alvaro Semedo6, Tomoya Shimura5, Ben Timmermans7, Paula Camus8, Lucy Bricheno9, Lorenzo Mentaschi10, Mikhail Dobrynin11, Yang Feng4, Li Erikson12.
Abstract
This dataset, produced through the Coordinated Ocean Wave Climate Project (COWCLIP) phase 2, represents the first coordinated multivariate ensemble of 21st Century global wind-wave climate projections available (henceforth COWCLIP2.0). COWCLIP2.0 comprises general and extreme statistics of significant wave height (HS), mean wave period (Tm), and mean wave direction (θm) computed over time-slices 1979-2004 and 2081-2100, at different frequency resolutions (monthly, seasonally and annually). The full ensemble comprising 155 global wave climate simulations is obtained from ten CMIP5-based state-of-the-art wave climate studies and provides data derived from alternative wind-wave downscaling methods, and different climate-model forcing and future emissions scenarios. The data has been produced, and processed, under a specific framework for consistency and quality, and follows CMIP5 Data Reference Syntax, Directory structures, and Metadata requirements. Technical comparison of model skill against 26 years of global satellite measurements of significant wave height has been undertaken at global and regional scales. This new dataset provides support for future broad scale coastal hazard and vulnerability assessments and climate adaptation studies in many offshore and coastal engineering applications.Entities:
Year: 2020 PMID: 32221302 PMCID: PMC7101334 DOI: 10.1038/s41597-020-0446-2
Source DB: PubMed Journal: Sci Data ISSN: 2052-4463 Impact factor: 6.444
Summary of the wave contributions to the COWCLIP2.0 intercomparison data set.
| Research centre | CSIRO[ | JRC[ | USGS[ | NOC[ | ECCC (d)[ | IHE[ | LBNL[ | KU[ | IHC[ | ECCC (s)[ |
|---|---|---|---|---|---|---|---|---|---|---|
| Country | Australia | EU | US | UK | Canada | Netherlands | US | Japan | Spain | Canada |
| Emission scenario | RCP4.5/8.5 | RCP4.5/8.5 | RCP4.5/8.5 | RCP4.5/8.5 | RCP8.5 | RCP8.5 | RCP8.5 | RCP8.5 | RCP4.5/8.5 | RCP4.5/8.5 |
| Number of GCM(s) used | 8 | 6 | 4 | 1 | 5 | 1 | 1 | 4 | 29 | 20 |
| Atmospheric downscaling | No | No | No | No | No | No | CAM5a | MRI-AGCMb | No | No |
| Wind-wave modelling method | Dynamical | Dynamical | Dynamical | Dynamical | Dynamical | Dynamical | Dynamical | Dynamical | Statistical | Statistical |
| Statistical/Spectral wave model | WW3 | WW3 | WW3 | WW3 | WW3 | WAM4.5 | WW3 | WW3 | Weather type | Regression |
| Surface wind/SLP forcingc | 3-hourly | 3-hourly | 3-hourly | 3-hourly | 3-hourly | 3-hourly | 3-hourly | 6-hourly | Daily SLP | 6-hourly SLP |
| Atmospheric correction | — | — | — | — | — | — | — | — | SLP | SLP |
| Source-term packaged | ST3 (BJA) | ST4 | ST2 | ST4 | ST4 | ST3 | ST4 | ST4 | — | — |
| Calibration | Default | Default | Default | Default | Default | Default | Default | Default | — | — |
| Sea-Ice forcing | Monthly | No | No | Daily | Daily | Daily | Monthly | Monthly | — | — |
| Spatial resolution (°) | 1 × 1 | 1.5 × 1.5 | 1.25 × 1 | ~0.7 × 0.5 | 1 × 1 | 1 × 1 | 0.25 × 0.25 | ~0.56 × 0.56 | 1 × 1 | 1 × 1 |
| Spectral partition | 29f × 24d | 25f × 24d | 25f × 24d | 30f × 36d | 29f × 24d | 32f × 24d | 32f × 36d | 29f × 36d | — | — |
| Bathymetry data | ETOPO | ETOPO | DBDB2 | GEBCO | DBDB2 | ETOPO | ETOPO | ETOPO | — | — |
The emission scenarios (RCP pathways) and wave downscaling approaches used by each wave climate modelling group are provided. The specific GCM models used by each climate modelling group are provided in Supplementary Table 1.
aobserved SST obtained from the HadISST1-based data set were used to force the atmospheric model CAM5.
bSST0 to SST3 correspond to four different SST future change patterns derived from CMIP5 GCM models to force the atmospheric model MRI-AGCM[32].
cSurface wind/Sea level pressure (SLP) forcing used to drive the wave simulations.
dSource-term physics (e.g., whitecapping dissipation formulation) used in the spectral wave model (consistent with the definitions used in the WW3 manual).
Summary of the variables and standard wave statistics included in the COWCLIP2.0 data set.
| COWCLIP2.0 set of wave statistics | ||||
|---|---|---|---|---|
| Variable | Statistics ID | Indicator name | Time-frame resolutions | Units |
| Hs_avg | Mean significant wave height | Annual (1), Seasonal (4) and Monthly (12) | m | |
| Hs_p10 | 10th Percentile significant wave height | Annual (1), Seasonal (4) and Monthly (12) | m | |
| Hs_p50 | 50th Percentile significant wave height | Annual (1), Seasonal (4) and Monthly (12) | m | |
| Hs_p90 | 90th Percentile significant wave height | Annual (1), Seasonal (4) and Monthly (12) | m | |
| Hs_p95 | 95th Percentile significant wave height | Annual (1), Seasonal (4) and Monthly (12) | m | |
| Hs_p99 | 99th Percentile significant wave height | Annual (1), Seasonal (4) and Monthly (12) | m | |
| Hs_max | Maximum significant wave height | Annual (1), Seasonal (4) and Monthly (12) | m | |
| Tm_avg | Average mean wave period | Annual (1), Seasonal (4) and Monthly (12) | s | |
| Tm_p10 | 10th Percentile mean wave period | Annual (1), Seasonal (4) and Monthly (12) | s | |
| Tm_p50 | 50th Percentile mean wave period | Annual (1), Seasonal (4) and Monthly (12) | s | |
| Tm_p90 | 90th Percentile mean wave period | Annual (1), Seasonal (4) and Monthly (12) | s | |
| Tm_p95 | 95th Percentile mean wave period | Annual (1), Seasonal (4) and Monthly (12) | s | |
| Tm_p99 | 99th Percentile mean wave period | Annual (1), Seasonal (4) and Monthly (12) | s | |
| Tm_max | Maximum mean wave period | Annual (1), Seasonal (4) and Monthly (12) | s | |
| Circular mean | Annual (1), Seasonal (4) and Monthly (12) | °N | ||
| Circular standard deviation | Annual (1), Seasonal (4) and Monthly (12) | °N | ||
Fig. 1Flowchart of the COWCLIP2.0 experimental framework.
Summary of the ETCDDI set of extreme significant wave height statistics included in the COWCLIP2.0 data set.
| ETCCDI set of | |||
|---|---|---|---|
| Statistics ID | Indicator name | Definition | Units |
| HsRo | Rough wave days | Annual count of days when daily max | days |
| HsHi | High wave days | Annual count of days when daily max | days |
| fHsRo | Frequency of rough wave days | Annual percentage of days when daily max | % |
| fHsHi | Frequency of high wave days | Annual percentage of days when daily max | % |
| fHs10pa | Frequency of top decile wave days | Annual percentage of days when daily max | % |
| fHs90pa | Frequency of top decile wave days | Annual percentage of days when daily max | % |
| HHsDIa | Top decile wave spell duration indicator | Annual count of days with at least 2 consecutive days when daily max | days |
aRelative statistics with base period 1980–2000 used for bootstrap procedure in relative statistics.
Fig. 2Taylor diagram for annual mean of Hs (a) and H99 (b) of all global ocean region relative to the Satellite data over the period 1991–2017. The metrics shown are the spatial correlation (SC), normalized standard deviation (NSD) (given by σ/σ derived from a specific simulation and the satellite dataset[40]) and the centred-root-mean-square (CRMSD) difference. The SC is shown by the azimuthal angle, the normalized standard deviation is shown by the radial distance from the origin (i.e., satellite data) and the CRMSD is shown by the distance from the origin (the yellow lines). Each colour denotes a specific model forcing and each symbol a specific modelling group. The symbols with black outline denote the ensemble mean of each study group when suitable and the asterisk to the full multi-member ensemble mean.
Fig. 3Taylor diagram for annual mean of Hs in 3-sub regions (North Pacific Ocean, Tropical Pacific and South Indian Ocean) of global ocean relative to the satellite data over period 1991–2017, respectively. The metrics shown are the spatial correlation (SC), normalized standard deviation (NSD) (given by σ/σ derived from a given simulation and the satellite dataset[40]) and centred-root-mean-square (CRMSD) difference. The SC is shown by the azimuthal angle, the normalized standard deviation is shown by the radial distance from the origin (satellite data) and the CRMSD is shown by the distance from the origin (the yellow lines). Legend as per legend of Fig. 2.
| Measurement(s) | surface ocean wave parameters (significant wave height, mean wave period and mean wave direction) |
| Technology Type(s) | computational modeling technique |
| Factor Type(s) | time-frame frequency • geographic location |
| Sample Characteristic - Environment | climate system • ocean |
| Sample Characteristic - Location | Earth (planet) |