Models that seek to predict environmental variables invariably demonstrate bias when compared to observations. Bias correction (BC) techniques are common in the climate and hydrological modeling communities, but have seen fewer applications to the field of wave modeling. In particular there has been no investigation as to which BC methodology performs best for wave modeling.

This paper introduces and compares a subset of BC methods with the goal of clarifying a “best practice” methodology for application of BC in studies of wave-related processes. Specific focus is paid to comparing parametric vs. empirical methods as well as univariate vs. bivariate methods. The techniques are tested on global WAVEWATCH III historic and future period datasets with comparison to buoy observations at multiple locations. Both wave height and period are considered in order to investigate BC effects on inter-variable correlation. Results show that all methods perform uniformly in terms of correcting statistical moments for individual variables with the exception of a copula based method underperforming for wave period. When comparing parametric and empirical methods, no difference is found. Between bivariate and univariate methods, results show that bivariate methods greatly improve inter-variable correlations.

Of the bivariate methods tested the copula based method is found to be not as effective at correcting correlation while a “shuffling” method is unable to handle changes in correlation from historic to future periods. In summary, this study demonstrates that BC methods are effective when applied to wave model data and that it is essential to employ methods that consider dependence between variables.

Authors: 
Parker, K., Hill, D.F.
Short Description: 
This paper introduces and compares a subset of BC methods with the goal of clarifying a “best practice” methodology for application of bias correctionin studies of wave-related processes.
Product Number: 
ORESU-R-17-014
Entry Date: 
Friday, January 12, 2018
Length: 
14 pages
Source (Journal Article): 
Ocean Modeling, Volume 110, February 2017, Pages 52-65
DOI Number (Journal Article): 
doi.org/10.1016/j.ocemod.2016.12.008
Year of Publication: 
2017
How to Order: 

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