CloudEnergyBalance: Simple climate models to quantify impact of large-scale cloudiness & deterministic chaos on climatic variability & tipping points
Lead Research Organisation:
UNIVERSITY OF EXETER
Department Name: Mathematics and Statistics
Abstract
Climate is one of the most complex natural systems known to humankind. This year's Nobel Prize in Physics highlighted how important it is to quantify how internal climatic variability will change when changing any component of climate, for example greenhouse gases. Energy Balance Models (EBMs) are the simplest physically motivated models of climate and have been used to provide fundamental insight into climate and its variability for decades.
However, we are currently lacking EBMs that represent dynamic cloudiness, which is one of the most important and complex parts of the energy balance. In fact, even state-of-the-art large simulation frameworks, Earth System Models, have difficulties correctly capturing changes in cloudiness variability versus warming. This highlights how crucial it is to better understand the interplay of cloudiness and climatic variability. We are also lacking EBMs that allow for deterministic chaos emerging on an energy balance level from the interaction of large-scale climatic components, despite observational data supporting this possibility. Furthermore, lack of representing cloudiness and chaos also means that we currently have no theoretical reasoning on whether (and how) cloudiness or chaos impacts potentially critical climate tipping points. This project will address these gaps, by creating an energy balance model that includes dynamic cloudiness and chaotic time evolution. The model will be used to elucidate how these processes affect climatic variability and climate tipping points. The analysis will be based on the theory of climate physics, nonlinear dynamics, and also comparisons with observational data.
However, we are currently lacking EBMs that represent dynamic cloudiness, which is one of the most important and complex parts of the energy balance. In fact, even state-of-the-art large simulation frameworks, Earth System Models, have difficulties correctly capturing changes in cloudiness variability versus warming. This highlights how crucial it is to better understand the interplay of cloudiness and climatic variability. We are also lacking EBMs that allow for deterministic chaos emerging on an energy balance level from the interaction of large-scale climatic components, despite observational data supporting this possibility. Furthermore, lack of representing cloudiness and chaos also means that we currently have no theoretical reasoning on whether (and how) cloudiness or chaos impacts potentially critical climate tipping points. This project will address these gaps, by creating an energy balance model that includes dynamic cloudiness and chaotic time evolution. The model will be used to elucidate how these processes affect climatic variability and climate tipping points. The analysis will be based on the theory of climate physics, nonlinear dynamics, and also comparisons with observational data.
Organisations
Publications
Datseris G
(2023)
Estimating fractal dimensions: A comparative review and open source implementations
in Chaos: An Interdisciplinary Journal of Nonlinear Science
Datseris G
(2024)
Physiological signal analysis and open science using the Julia language and associated software.
in Frontiers in network physiology
Swierczek-Jereczek J
(2024)
TransitionsInTimeseries.jl: A performant, extensible and reliable software for reproducible detection and prediction of transitions in timeseries
in Journal of Open Source Software
| Title | TransitionsInTimeseries.jl |
| Description | TransitionsInTimeseries.jl is accessible to any scientist thanks to the convenience functions it provides to detect and predict transitions in timeseries with only a few lines of code. A frequent prediction technique relies on observing, prior to a transition, an increase of the variance and the AR1 regression coefficient of the detrended timeseries, which is a consequence of Critical Slowing Down (CSD, (Scheffer et al., 2009)) and is here measured by Kendall's coefficient. To assess whether this increase is significant, one can perform a statistical test, for instance by performing the same computations on 1,000 surrogates of the original timeseries (Haaga & Datseris, 2022). |
| Type Of Technology | Software |
| Year Produced | 2024 |
| Open Source License? | Yes |
| Impact | Transitions of nonlinear dynamical systems can significantly impact individuals and society. Examples of this are ubiquitous and include the onset of cardiac arrhythmia (Tse, 2016), the deglaciation of Earth about 20,000 years ago (Wolff et al., 2010) and the recent price collapse of many cryptocurrencies (Ismail et al., 2020). The systems displaying such transitions are usually monitored by measuring state variables that are believed to be representative of the underlying process. Researchers analyze the resulting timeseries with various methods to detect past transitions and predict future ones. |
| URL | https://joss.theoj.org/papers/10.21105/joss.06464 |
