Predicting uncertainty in numerical weather forecasts

International Geophysics Elsevier 83 (2002) 3-13

The economic value of ensemble forecasts as a tool for risk assessment: From days to decades

QUARTERLY JOURNAL OF THE ROYAL METEOROLOGICAL SOCIETY 128:581 (2002) 747-774

On the structure and variability of atmospheric circulation regimes in coupled climate models

Atmospheric Science Letters 2:1-4 (2001)

Authors:

A Weisheimer, D Handorf, K Dethloff

Abstract:

In order to investigate whether climate models of different complexity have the potential to simulate natural atmospheric circulation regimes, 1000-year-long integrations with constant external forcing have been analysed. Significant non-Gaussian uni-, bi-, and trimodal probability density functions have been found in 100-year segments. © 2001 Royal Meteorological Society.

Formulation of Quantum Theory Using Computable and Non-Computable Real Numbers

ArXiv quant-ph/0101007 (2001)

Model error in weather forecasting

Nonlinear Processes in Geophysics 8:6 (2001) 357-371

Authors:

D Orrell, L Smith, J Barkmeijer, TN Palmer

Abstract:

Operational forecasting is hampered both by the rapid divergence of nearby initial conditions and by error in the underlying model. Interest in chaos has fuelled much work on the first of these two issues; this paper focuses on the second. A new approach to quantifying state-dependent model error, the local model drift, is derived and deployed both in examples and in operational numerical weather prediction models. A simple law is derived to relate model error to likely shadowing performance (how long the model can stay close to the observations). Imperfect model experiments are used to contrast the performance of truncated models relative to a high resolution run, and the operational model relative to the analysis. In both cases the component of forecast error due to state-dependent model error tends to grow as the square-root of forecast time, and provides a major source of error out to three days. These initial results suggest that model error plays a major role and calls for further research in quantifying both the local model drift and expected shadowing times.