An exponential-interval sampling method for evaluating equilibrium climate sensitivity via reducing internal variability noise

• Published in: Geoscience letters Vol. 9; no. 1; pp. 1 - 10
• Main Authors: Li, Shufan, Huang, Ping
• Format: Journal Article
• Language: English
• Published: Cham Springer International Publishing 07.09.2022; Springer Nature B.V; SpringerOpen
• Subjects: Atmospheric models; Atmospheric Sciences; Biogeosciences; Carbon dioxide; Climate; Climate change; CMIP6; Earth and Environmental Science; Earth Sciences; Equilibrium climate sensitivity; Geophysics/Geodesy; Global warming; Internal variability; LongRunMIP; Methods; Noise; Noise reduction; Noise sensitivity; Nonlinear systems; Nonlinearity; Oceanography; Planetology; Research Letter; Sampling; Sampling methods; Sensitivity analysis; Simulation; Surface temperature; Variability; CMIP6; Global warming; LongRunMIP; Internal variability; Equilibrium climate sensitivity
• ISSN: 2196-4092; 2196-4092
• DOI: 10.1186/s40562-022-00244-9

Equilibrium climate sensitivity (ECS) refers to the total global warming caused by an instantaneous doubling of CO 2 from the preindustrial level. It is mainly estimated through the linear fit between the changes in global-mean surface temperature and top-of-atmosphere net radiative flux, due to the high costs of millennial-length simulations for reaching a stable climate. However, the accuracy can be influenced by the response’s nonlinearity and the internal noise, especially when using a limited-length simulation. Here, we propose a new method that derives a new series using an exponential-interval sampling (EIS) method for the original simulation to reduce the noise and estimate the ECS more accurately. Utilizing the millennial-length simulations of LongRunMIP, we prove that the EIS method can effectively reduce the influence of internal variability, and the estimated ECS based on the first 150 years of simulation is closer to the final ECS in the millennial-length simulations than previous estimations with the deviation rate decreased by around 1/3. The ECS in CMIP6 models estimated by the EIS method ranges from 1.93 to 6.78 K, and suggests that the multimodel mean ECS derived from the original series with previous methods could be underestimated.