Radiation in the Atmosphere: A Course in Theoretical Meteorology
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Reviews for Dynamics of the Atmosphere: 'This book will be appreciated by readers who respect and require the mathematic rigour and completeness of mathematical derivations presented I enthusiastically recommend it to any scientist seeking a comprehensive and accurate treatment of the major subject areas in modern atmospheric dynamics.
Another strength of this book is that it covers not only basic radiative transfer theory but also the underlying single scattering theory as well as the most important applications. As such, Radiation in the Atmosphere can probably replace three books: One about pure radiative transfer theory like Chandrasekhar's Radiative Transfer , one about single scattering theory like Bohren and Huffman's Absorption and Scattering of Light by Small Particles and one about applications remote sensing, clouds and climate.
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In summary, the book gives a precise overview about radiative transfer theory and related subjects. Professor for Meteorology at Universitt Leipzig. Introduction; 2. The radiative transfer equation; 3. Principles of invariance; 4.
Courses in Meteorology Study Track
Quasi-exact solution methods for the radiative transfer equation; 5. Radiative perturbation theory; 6.
Two-stream methods for the solution of the radiative transfer equation; 7. Transmission in individual spectral lines and in bands of lines; 8. Absorption by gases; 9. Light scattering theory for spheres; Effects of polarization in radiative transfer; Remote sensing applications of radiative transfer; Influence of clouds on the climate of the Earth; Answers to problems; List of frequently used symbols; References and bibliography; Index.
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Om boka. Preface; 1.
Courses in Atmospheric Science
Basic thermodynamic concepts; 2. Budget equations; 3. The first law of thermodynamics; 4.
The second law of thermodynamics; 5. Thermal radiation; 6. Thermodynamic potentials, identities and stability; 7.
Department Course Catalog - Department of Atmospheric Science | Colorado State University
The constitutive equations for irreversible fluxes; 8. State functions of ideal gases; 9. State functions of the condensed pure phase; State functions for cloud air; Heat equation and special adiabatic systems;