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91探花
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Tim Palmer

Emeritus

Sub department

  • Atmospheric, Oceanic and Planetary Physics

Research groups

  • Predictability of weather and climate
Tim.Palmer@physics.ox.ac.uk
Telephone: 01865 (2)72897
Robert Hooke Building, room S43
  • About
  • Publications

Your minds on free will

Physics World IOP Publishing 34:2 (2021) 21i-21i

Authors:

Alan M Calverd, Sabine Hossenfelder, Tim Palmer, John Allison

Opportunities and challenges for machine learning in weather and climate modelling: hard, medium and soft AI

Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences Royal Society 379:2194 (2021) 20200083

Authors:

Matthew Chantry, Hannah Christensen, Peter Dueben, Tim Palmer

Abstract:

In September 2019, a workshop was held to highlight the growing area of applying machine learning techniques to improve weather and climate prediction. In this introductory piece, we outline the motivations, opportunities and challenges ahead in this exciting avenue of research.
This article is part of the theme issue 鈥楳achine learning for weather and climate modelling鈥.

Nobel lessons

Physics World IOP Publishing 33:11 (2021) 29ii-230i

Wary partnership

PHYSICS WORLD 34:7 (2021) 22-23

Number formats, error mitigation, and scope for 16鈥恇it arithmetics in weather and climate modeling analyzed with a shallow water model

Journal of Advances in Modeling Earth Systems American Geophysical Union 12:10 (2020) e2020MS002246

Authors:

Pd D眉ben, Tn Palmer

Abstract:

The need for high鈥恜recision calculations with 64鈥恇it or 32鈥恇it floating鈥恜oint arithmetic for weather and climate models is questioned. Lower鈥恜recision numbers can accelerate simulations and are increasingly 91探花ed by modern computing hardware. This paper investigates the potential of 16鈥恇it arithmetic when applied within a shallow water model that serves as a medium complexity weather or climate application. There are several 16鈥恇it number formats that can potentially be used (IEEE half precision, BFloat16, posits, integer, and fixed鈥恜oint). It is evident that a simple change to 16鈥恇it arithmetic will not be possible for complex weather and climate applications as it will degrade model results by intolerable rounding errors that cause a stalling of model dynamics or model instabilities. However, if the posit number format is used as an alternative to the standard floating鈥恜oint numbers, the model degradation can be significantly reduced. Furthermore, mitigation methods, such as rescaling, reordering, and mixed precision, are available to make model simulations resilient against a precision reduction. If mitigation methods are applied, 16鈥恇it floating鈥恜oint arithmetic can be used successfully within the shallow water model. The results show the potential of 16鈥恇it formats for at least parts of complex weather and climate models where rounding errors would be entirely masked by initial condition, model, or discretization error.

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