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Applicable Atmospheric Dynamics cover
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This book offers an overview of advanced techniques to study atmospheric dynamics by numerical experimentation. It is primarily intended for scientists and graduate students working on interdisciplinary research problems at the intersection of the atmospheric sciences, applied mathematics, statistics and physics. Scientists interested in adopting techniques from the atmospheric sciences to study other complex systems may also find most of the topics covered in the book interesting. The specific techniques covered in the book have either proven or potential value in solving practical problems of atmospheric dynamics.

Sample Chapter(s)
Chapter 1: Governing Equations (2,934 KB)


Contents:
  • Governing Equations:
    • Introduction
    • Primitive Equations
    • Representation of the Location with Coordinates
    • Alternate Vertical Coordinates
    • Vorticity and Divergence Equations
    • Potential Vorticity (PV)
    • Integral Invariants
  • Perturbation Dynamics:
    • Introduction
    • Zonal-Mean Structure of the Atmosphere
    • Quasi-Geostrophic Baroclinic Equations
    • Atmospheric Waves
  • Numerical Models:
    • Introduction
    • Dynamical Cores
    • Spatial Discretization
    • Temporal Discretization
    • Parameterization Schemes
    • State-of-the-Art Numerical Models
    • Simplified and Idealized Numerical Models
    • Measures of Forecast Error
    • Models as Dynamical Systems
  • Data Assimilation:
    • Introduction
    • General Formulation for Normally Distributed Observation Errors
    • 3-Dimensional Schemes
    • 4-Dimensional Algorithms
    • Accounting for Model Errors and Observation Bias
    • Assimilating Satellite-based Observations
    • Frequently Assimilated Observation Types
    • Reanalysis Data Sets

Readership: Researchers and graduate students in the fields of atmospheric sciences, physics, applied mathematics, statistics and scientific computing; academics and industrial researchers working with complex systems.