Addressing Spatial Dependence Bias in Climate Model Simulations-An Independent Component Analysis Approach

作者:Nahar Jannatun; Johnson Fiona*; Sharma Ashish
来源:Water Resources Research, 2018, 54(2): 827-841.
DOI:10.1002/2017WR021293

摘要

Conventional bias correction is usually applied on a grid-by-grid basis, meaning that the resulting corrections cannot address biases in the spatial distribution of climate variables. To solve this problem, a two-step bias correction method is proposed here to correct time series at multiple locations conjointly. The first step transforms the data to a set of statistically independent univariate time series, using a technique known as independent component analysis (ICA). The mutually independent signals can then be bias corrected as univariate time series and back-transformed to improve the representation of spatial dependence in the data. The spatially corrected data are then bias corrected at the grid scale in the second step. The method has been applied to two CMIP5 General Circulation Model simulations for six different climate regions of Australia for two climate variablestemperature and precipitation. The results demonstrate that the ICA-based technique leads to considerable improvements in temperature simulations with more modest improvements in precipitation. Overall, the method results in current climate simulations that have greater equivalency in space and time with observational data.
Plain Language Summary The paper proposes an independent component analysis-based two-step approach for climate model bias correction of temperature and precipitation which are commonly used in climate change impact assessments for water resources. We have shown that the conventional bias correction is usually applied on a grid-by-grid basis, meaning that the resulting corrections cannot address biases in the spatial distribution of climate variables. The results demonstrate that the ICA-based technique leads to considerable improvements, leading to current climate simulations that have greater equivalency in space and time with observational data.

  • 出版日期2018-2