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Fundamentals of Geophysical Hydrodynamics: 103 (Encyclopaedia of Mathematical Sciences)

Home This edition , English, Book edition: Fundamentals of Geophysical Hydrodynamics [electronic resource]. Author Dolzhansky, Felix V.


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Other Authors Gledzer, A. Medium [electronic resource] Content Types text Carrier Types online resource Physical Description 1 online resource p. Series Encyclopaedia of Mathematical Sciences ; v. Geophysics -- Fluid models.

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Summary This newly-translated book takes the reader from the basic principles and conservation laws of ideal hydrodynamics to the description of general atmosphere circulation. Among the topics covered are the Kelvin, Ertel and Rossby-Obukhov invariants, quasi-geostrophic equation, thermal wind, singular Helmholtz vortices, derivation of the Navier-Stokes equation, Kolmogorov's flow, hydrodynamic stability, and geophysical boundary layers. Arnold's approach to hydrodynamics, the author ingenuously brings in an analogy of Coriolis forces acting on fluid with motion of the Euler heavy to. Notes Description based upon print version of record.

Includes bibliographical references and index.

Fundamentals of Geophysical Hydrodynamics [electronic resource]. - Version details - Trove

Also available in print. Access Conditions Online access available only to subscribers. View online Borrow Buy Freely available Show 0 more links With access conditions SpringerLink at http: Other links Ebook Library at http: Set up My libraries How do I set up "My libraries"? This single location in All: Furthermore, it can be seen that a discrete analogue of algebraic geometry is linked to the standard realizations. Applications of the discussions in this volume include not only a systematic enumeration of crystal structures, an area of considerable scientific interest for many years, but also the architectural design of lightweight rigid structures.

Fundamentals of Geophysical Hydrodynamics (Encyclopaedia of Mathematical Sciences)

The reader therefore can see the agreement of theory and practice. Encyclopaedia of Mathematical Sciences, Vol.


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Mathematical Physics , Approx. Comprehensive treatment of the fundamentals of geophysical hydrodynamics Fairly systematic exposition Broad range of topics Based on graduate and undergraduate courses at the Moscow Institute of Physics and Technology Ideal companion to the complexities of the topic for students and researchers in mathematics, physics, meteorology and engineering This newly-translated book takes the reader from the basic principles and conservation laws of ideal hydrodynamics to the description of general atmosphere circulation.

Among the topics covered are the Kelvin, Ertel and Rossby-Obukhov invariants, quasi-geostrophic equation, thermal wind, singular Helmholtz vortices, derivation of the Navier-Stokes equation, Kolmogorov's flow, hydrodynamic stability, and geophysical boundary layers. Arnold's approach to hydrodynamics, the author ingenuously brings in an analogy of Coriolis forces acting on fluid with motion of the Euler heavy top and shows how this is used in the analysis of general atmospheric circulation.

This book is based on popular graduate and undergraduate courses of F.

Dolzhansky at the Moscow Institute of Physics and Technology, and is the result of the author's illustrious work in Moscow's celebrated Laboratory of Geophysical Hydrodynamics. Each chapter is full of examples and figures, exercises and hints, motivating and illustrating both theoretical and experimental results. A systematic exposition is an ideal companion to the broad range of topics for students and researchers in mathematics, physics, meteorology and engineering.

Lecture Notes in Mathematics, Vol. Mathematical Biosciences Subseries , X, p. Stochastic biomathematical models are becoming increasingly important as new light is shed on the role of noise in living systems. In certain biological systems, stochastic effects may even enhance a signal, thus providing a biological motivation for the noise observed in living systems. Recent advances in stochastic analysis and increasing computing power facilitate the analysis of more biophysically realistic models, and this book provides researchers in computational neuroscience and stochastic systems with an overview of recent developments.

Key concepts are developed in chapters written by experts in their respective fields. Undergraduate Texts in Mathematics , X, p. First undergraduate text that provides accessible introduction to real and convex analysis Top authors from Princeton University both published previously successful books?