Physical SciencesEarth and Planetary SciencesAtmospheric Science

Meteorological Phenomena and Simulations

Numerical weather prediction turns the physics of the atmosphere into equations that computers can solve, combining real-time observations with mathematical models to estimate how air masses, moisture, and energy will evolve over hours to weeks. Getting that estimate right depends on solving several hard problems at once: how to blend imperfect observations with imperfect model states (data assimilation), how to represent processes too small for a model grid to resolve directly—such as convective storms, cloud microphysics, and turbulence in the boundary layer—and how to quantify the uncertainty that compounds as forecasts extend further in time. Active research is pushing ensemble methods, like the Ensemble Kalman Filter, to handle larger and more complex systems, while better parameterizations of convection and radiative transfer are needed to close persistent gaps between simulated and observed precipitation patterns. A central open question is how to make probabilistic forecasts accurate and interpretable enough to support decisions in high-stakes contexts like flood warning or severe weather response.

Works
133,920
Total citations
1,652,166
Keywords
Ensemble Kalman FilterData AssimilationConvective ParameterizationMesoscale ModelingProbabilistic ForecastingMicrophysics Scheme

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