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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

The characteristics of Hessian singular vectors using an advanced data assimilation scheme

QUARTERLY JOURNAL OF THE ROYAL METEOROLOGICAL SOCIETY 135:642 (2009) 1117-1132

Authors:

AR Lawrence, A Leutbecher, TN Palmer
More details from the publisher

Toward Seamless Prediction: Calibration of Climate Change Projections Using Seasonal Forecasts Reply

BULLETIN OF THE AMERICAN METEOROLOGICAL SOCIETY 90:10 (2009) 1551-1554

Authors:

TN Palmer, FJ Doblas-Reyes, A Weisheimer, MJ Rodwell
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The Invariant Set Postulate: A New Geometric Framework for the Foundations of Quantum Theory and the Role Played by Gravity

ArXiv 0812.1148 (2008)
Details from ArXiV

Towards the Probabilistic Earth-System Model

(2008)

Authors:

TN Palmer, FJ Doblas-Reyes, A Weisheimer, GJ Shutts, J Berner, JM Murphy
More details from the publisher
Details from ArXiV

Impact of a quasi-stochastic cellular automaton backscatter scheme on the systematic error and seasonal prediction skill of a global climate model.

Philos Trans A Math Phys Eng Sci 366:1875 (2008) 2561-2579

Authors:

J Berner, FJ Doblas-Reyes, TN Palmer, G Shutts, A Weisheimer

Abstract:

The impact of a nonlinear dynamic cellular automaton (CA) model, as a representation of the partially stochastic aspects of unresolved scales in global climate models, is studied in the European Centre for Medium Range Weather Forecasts coupled ocean-atmosphere model. Two separate aspects are discussed: impact on the systematic error of the model, and impact on the skill of seasonal forecasts. Significant reductions of systematic error are found both in the tropics and in the extratropics. Such reductions can be understood in terms of the inherently nonlinear nature of climate, in particular how energy injected by the CA at the near-grid scale can backscatter nonlinearly to larger scales. In addition, significant improvements in the probabilistic skill of seasonal forecasts are found in terms of a number of different variables such as temperature, precipitation and sea-level pressure. Such increases in skill can be understood both in terms of the reduction of systematic error as mentioned above, and in terms of the impact on ensemble spread of the CA's representation of inherent model uncertainty.
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