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The Physics of Climate Variability and Climate Change (1910.00583v2)

Published 1 Oct 2019 in physics.ao-ph, cond-mat.stat-mech, nlin.CD, physics.flu-dyn, and physics.geo-ph

Abstract: The climate system is a forced, dissipative, nonlinear, complex and heterogeneous system that is out of thermodynamic equilibrium. The system exhibits natural variability on many scales of motion, in time as well as space, and it is subject to various external forcings, natural as well as anthropogenic. This paper reviews the observational evidence on climate phenomena and the governing equations of planetary-scale flow, as well as presenting the key concept of a hierarchy of models as used in the climate sciences. Recent advances in the application of dynamical systems theory, on the one hand, and of nonequilibrium statistical physics, on the other, are brought together for the first time and shown to complement each other in helping understand and predict the system's behavior. These complementary points of view permit a self-consistent handling of subgrid-scale phenomena as stochastic processes, as well as a unified handling of natural climate variability and forced climate change, along with a treatment of the crucial issues of climate sensitivity, response, and predictability.

Citations (222)

Summary

  • The paper provides an in-depth review of climate physical processes using dynamical systems theory and nonequilibrium statistical mechanics.
  • It compares a hierarchy of climate models from simple EBMs to full-scale GCMs to emphasize the importance of multi-scale interactions and feedbacks.
  • The authors explore critical transitions and pullback attractors to improve the predictability of abrupt climatic shifts under varying forcing scenarios.

The Physics of Climate Variability and Change: An Overview

The paper "The Physics of Climate Variability and Climate Change" by Michael Ghil and Valerio Lucarini provides a comprehensive review of the physical processes underpinning climate variability and change. The paper is presented within the frameworks of dynamical systems theory and nonequilibrium statistical physics, offering a nuanced approach to understanding the climate system's behavior, predictability, and sensitivity to various forcings.

Fundamentals of Climate Dynamics

The climate system is characterized as a forced, dissipative, chaotic entity governed by complex nonlinear interactions across multiple scales. These interactions include feedback mechanisms, instabilities, and dissipation processes. The paper emphasizes the heterogeneity and complexity inherent in the climate system, driven primarily by differential solar heating, Earth’s rotation, and gravitational effects.

Modeling Climate Variability

The authors review the hierarchy of climate models, ranging from simple zero-dimensional energy-balance models (EBMs) to sophisticated, three-dimensional General Circulation Models (GCMs). They stress the importance of using a range of models to capture various aspects of climate dynamics, from radiative balance to the interactions between different subcomponents like the atmosphere and oceans. By examining various modeling approaches, the paper highlights why capturing the multi-scale nature of climate processes is crucial for robust prediction and understanding of climate variability.

Multiscale Variability and Bifurcations

The paper explores various modes of climate oscillations, such as the El Niño-Southern Oscillation (ENSO), and their influence on global climatic conditions. It also examines major modes of atmospheric low-frequency variability (LFV), such as blocking events and the Madden-Julian Oscillation, and how these can be conceptualized as transitions between different dynamic regimes. The authors discuss the role of bifurcations in leading to complex behavior in climate models and how these bifurcations can lead to abrupt changes or critical transitions under certain conditions.

Statistical Mechanics and Sensitivity

To assess the sensitivity of the climate system to changes, the authors utilize nonequilibrium statistical mechanics approaches. They critique the traditional notion of equilibrium climate sensitivity (ECS), highlighting its limitations and presenting it within a richer framework that accounts for nonlinear feedbacks and time-dependent changes in external forcings. Alternative approaches such as transient climate response (TCR) are explored, providing insights into how climate models can be used to predict changes in response to gradual increases in atmospheric CO2 levels.

Pullback Attractors and Predictability

The concept of pullback attractors (PBAs) is introduced to address the predictability of nonautonomous or stochastically forced systems. This framework is proposed as a method for analyzing the time-dependent, probabilistic nature of climate predictions. The paper suggests using PBAs to address the complex interplay of intrinsic variability and forced climate change.

Critical Transitions and Edge States

The paper explores the physics of critical transitions, examining scenarios where the climate system can shift abruptly between different stable states, often due to bifurcations or external disturbances. The authors discuss how edge states serve as gateways that determine the probabilistic pathways of transitions between coexisting attractors, thus providing a better understanding of the thresholds beyond which the climate system might experience dramatic shifts.

Conclusion and Future Directions

The paper concludes by outlining numerous open questions and methodological challenges in climate dynamics, emphasizing the need for interdisciplinary approaches that combine observations, theory, and numerical modeling. Future work is encouraged to address the integration of stochastic processes, statistical mechanics, and dynamical systems to refine our understanding of climate variability and to develop more reliable predictions for climate change impacts. The authors suggest that continued technological advancements and computational strategies will play critical roles in advancing the field of climate science.

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