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RESEARCH PRODUCT

Potential Vorticity Dynamics of Forecast Errors: A Quantitative Case Study

Michael RiemerSimon T. K. LangFranziska TeublerMarlene BaumgartVolkmar Wirth

subject

Atmospheric ScienceWork (thermodynamics)010504 meteorology & atmospheric sciencesDynamics (mechanics)Rossby wave01 natural sciences010305 fluids & plasmasPotential vorticityError analysis0103 physical sciencesApplied mathematicsTropopause0105 earth and related environmental sciencesMathematics

description

Abstract Synoptic-scale error growth near the tropopause is investigated from a process-based perspective. Following previous work, a potential vorticity (PV) error tendency equation is derived and partitioned into individual contributions to yield insight into the processes governing error growth near the tropopause. Importantly, we focus here on the further amplification of preexisting errors and not on the origin of errors. The individual contributions to error growth are quantified in a case study of a 6-day forecast. In this case, localized mesoscale error maxima have formed by forecast day 2. These maxima organize into a wavelike pattern and reach the Rossby wave scale around forecast day 6. Error growth occurs most prominently within the Atlantic and Pacific Rossby wave patterns. In our PV framework, the error growth is dominated by the contribution of upper-level, near-tropopause PV anomalies (near-tropopause dynamics). Significant contributions from upper-tropospheric divergent flow (prominently associated with latent heat release below) and lower-tropospheric anomalies [tropospheric-deep (i.e., baroclinic) interaction] are associated with a misrepresentation of the surface cyclone development in the forecast. These contributions are, in general, of smaller importance to error growth than near-tropopause dynamics. This result indicates that the mesoscale errors generated near the tropopause do not primarily project on differences in the subsequent baroclinic growth, but instead directly project on the tropopause evolution and amplify because of differences in the nonlinear Rossby wave dynamics.

https://doi.org/10.1175/mwr-d-17-0196.1