A Filtered-Equation Model for Operation and Research

R. Maine Commonwealth Meteorology Research Centre, Melbourne, Australia

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Abstract

A filtered-equation, pressure-coordinate, numerical prediction model is described in terms of the finite-difference formulations, and the processing strategy and its performance in an operational environment is discussed.

The model provides a useful degree of short-range, skill, especially at 350 mb and higher where statistics indicate a superiority over the performance of manual prognoses. Results from differing initialization procedures and boundary value specifications are briefly discussed.

Abstract

A filtered-equation, pressure-coordinate, numerical prediction model is described in terms of the finite-difference formulations, and the processing strategy and its performance in an operational environment is discussed.

The model provides a useful degree of short-range, skill, especially at 350 mb and higher where statistics indicate a superiority over the performance of manual prognoses. Results from differing initialization procedures and boundary value specifications are briefly discussed.

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