Supporting data for: Coastal wetland adaptability to sea level rise: the neglected role of semi-diurnal versus diurnal tides

Belliard, Jean-Philippe;Gourgue, Olivier;Govers, Gerard;Kirwan, Matthew L.;Temmerman, Stijn

Description

Dataset necessary to reproduce the analyses and results presented in the paper. Belliard, J.-P., Gourgue, O., Govers, G., Kirwan, M.L., & Temmerman, S. (2022) Coastal wetland adaptability to sea level rise: the neglected role of semi-diurnal versus diurnal tides, submitted to Limnology & Oceanography Letters. The dataset contains:
• The source codes of the zero-dimensional numerical model, parametrized for the two model experiments, and the Matlab scripts to generate model input data (pre-processing).
• The scripts to perform geospatial analysis in order to select data from the various compiled and acquired (meta-)datasets and the scripts to perform subsequent multi-variate analyses applied to these selected data.
• The processed data that are reported and represented in figures in the associated manuscript.
• The Matlab scripts to generate the figures of the manuscript based on these processed data • The readme file detailing the contents of every data file, model subroutine and processing script.
• The metadata document
• The excel file "SET_dataset.xlsx" which contains all compiled SET records used in this study (see manuscript)
• The original reference (published sources) "SET_dataset_original_references.docx" associated with each SET record compiled.

Citations (0)

Mentions (0)

Metrics

Dataset Index

0.9

FAIR Score

79%

Citations

1

Mentions

0

Metrics Over Time

Publication Details

DOI

Publisher

Zenodo

License

Creative Commons Attribution 4.0 International

Open Access

Assigned Domain

Subfield

Oceanography

Field

Earth and Planetary Sciences

Domain

Physical Sciences

Confidence Score

90%

Source

Open Alex

Keywords

tidal patternscoastal wetlandssediment accretionsurface elevation changerelative sea level rise

Normalization Factors

FT

65.38

CTw

1.00

MTw

1.00