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Analytical Formulas for the Structure of Perturbations in the Eady Model of Baroclinic Instability in the p-System Cover

Analytical Formulas for the Structure of Perturbations in the Eady Model of Baroclinic Instability in the p-System

Open Access
|May 2025

Figures & Tables

Figure 1

The dependence of the real part of the phase speed cr on the wavelength L of disturbances. Lc denotes the critical wavelength.

Figure 2

The dependence of the growth rate kci of the perturbations on the wavelength L. LD denotes the wavelength of the dominant perturbation, Lc is the critical wavelength.

Figure 3

Vertical profile of amplitude of the dominant perturbation in the geopotential (a), temperature (b), isobaric divergence (c), and generalized vertical velocity (d).

Figure 4

Vertical profile of phase angle of dominant perturbation in the geopotential (a), temperature (b), isobaric divergence (c), and generalized vertical velocity (d).

Figure 5

Positions of maxima and minima of the dominant perturbation in the geopotential and temperature fields (a), and isobaric divergence and generalized vertical velocity fields (b).

Figure 6

The geopotential field of the dominant perturbation. The high-pressure region is shown in yellow, the low-pressure region in brown.

Figure 7

Temperature field of the dominant perturbation. The coldest air region is plotted in blue, the warm air region in red.

Figure 8

The isobaric divergence field of the dominant perturbation. The region of isobaric divergence is plotted in blue, the region of isobaric convergence in green.

Figure 9

The generalized vertical velocity field of the dominant perturbation. The region of downward motions is plotted in brown, the region of upward motions in green.

Language: English
Page range: 136 - 150
Submitted on: Jun 24, 2024
Accepted on: Apr 3, 2025
Published on: May 2, 2025
Published by: Stockholm University Press
In partnership with: Paradigm Publishing Services

© 2025 Aleš Raidl, Hynek Bednář, Jiří Mikšovský, published by Stockholm University Press
This work is licensed under the Creative Commons Attribution 4.0 License.