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Geophysical Fluid Dynamics II: Stratified / Rotating Fluid Dynamics of the Atmosphere—Ocean: Springer Textbooks in Earth Sciences, Geography and Environment

Autor Emin Özsoy
en Limba Engleză Hardback – 14 aug 2021
This book develops a fundamental understanding of geophysical fluid dynamics based on a mathematical description of the flows of inhomogeneous fluids. It covers these topics:

1. development of the equations of motion for an inhomogeneous fluid  2. review of thermodynamics
3. thermodynamic and kinetic energy equations 4. equations of state for the atmosphere and the ocean, salt, and moisture effects
5. concepts of potential temperature and potential density
6. Boussinesq and quasi-geostrophic approximations 7. conservation equations for vorticity, mechanical and thermal energy instability theories, internal waves, mixing, convection, double-diffusion, stratified turbulence, fronts, intrusions, gravity currents

Graduate students will be able to learn and apply the basic theory of geophysical fluid dynamics of inhomogeneous fluids on a rotating earth, including:

1. derivation of the governing equations for a stratified fluid starting from basic principles of physics
2. review of thermodynamics, equations of state, isothermal, adiabatic, isentropic changes
3. scaling of the equations, Boussinesq approximation, applied to the ocean and the atmosphere
4. examples of stratified flows at geophysical scales, steady and unsteady motions, inertia-gravity internal waves, quasi-geostrophic theory
5. vorticity and energy conservation in stratified fluids
6.boundary layer convection in stratified containers and basins
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Specificații

ISBN-13: 9783030749330
ISBN-10: 3030749339
Pagini: 323
Ilustrații: XVI, 323 p. 100 illus., 96 illus. in color.
Dimensiuni: 155 x 235 mm
Greutate: 0.68 kg
Ediția:1st ed. 2021
Editura: Springer International Publishing
Colecția Springer
Seria Springer Textbooks in Earth Sciences, Geography and Environment

Locul publicării:Cham, Switzerland

Cuprins

Stratified / rotating fluid dynamics of the atmosphere.– Ocean.- Development of the equations.- Basic and perturbed states.- Quasi-Geostrophic theory.- Internal waves.- Two-layer model.- Convection.- Boundary layers in stratified fluids.- Jets and buoyant plumes.- Diffusion and transport processes.- Equations for diffusion processes.- Simple models of turbulent diffusion and transport.- Shear flow dispersion.- Transport of suspended sediments.- Estuarine transport.- Simple ecosystem models.- Introduction.- Dynamics of ecosystems.- Ecosystem models.

Notă biografică

Özsoy is Professor of Physical Oceanography. In 1977–1978, he served as Staff Engineer at Tetra Tech Inc., Jacksonville, FL, USA; since 1978 he has been Professor of physical oceanography at Institute of Marine Sciences, METU, Erdemli, Mersin, Turkey; following an academic and research career as Visiting Scientist at IMGA-CNR, Modena, Italy in 1989; Visiting Professor, UNESCO and Fulbright Fellow at Division of Applied Science at Harvard University, Cambridge, MA, USA in 1989–1990; Visiting Scientist at University of Bologna, Bologna, Italy in 2014–2015; Invited Professor at EIES-ITU in İstanbul, Turkey in 2015–2017; an Emeritus living in Ankara, Turkey after 2017.

Research interests and contributions include ocean modeling of the Levantine Basin of the Eastern Mediterranean, Black Sea, Caspian Sea, Turkish Straits System; circulation, cascading flows across shelf seas of the Eastern Mediterranean and Black Sea; dynamics, transport modelingof Bosphorus / Dardanelles Straits of the Turkish Straits System; quasi-geostrophic dynamics of seas with islands; coupled hydrodynamics-ecosystem modeling; double diffusive convection, boundary and interior mixing; operational oceanographic and atmospheric observing and forecasting systems; atmospheric transport of aerosol dust; oceanographic use of tracers for analyses of deep water renewal and transport; transport at tidal inlets; modeling of Eastern Mediterranean tsunami; climate variability and climate change /in the Seas of the Old World; history of oceanography - 17th century work of Marsili in the Bosphorus.

Contributions in projects include major Consortia of the Physical Oceanography of the Eastern Mediterranean (POEM); Black Sea (CoMSBlack); EU Copernicus Projects on Ventilation of the Black Sea and Aral Sea (ARAL-KUM); - European Integrated Projects  MFSTEP, MERSEA, ECOOP, IASON, SESAME, MyOcean, MyOcean2, MyOcean FO, PERSEUS, Copernicus Marine Environment Monitoring Service (CMEMS), NATO Projects TU-Fisheries, TU-Black Sea, TU-Black Sea ODBMS, MACE-Caspian Sea; IAEA Coordinated Research Project Environmental Pollution of the Black Sea; TÜBİTAK Public Research Group project on observing and forecasting systems MOMA; other local research projects (Akkuyu NPP Tsunami, Shelf projects, SEKA, İskenderun, İSKİ, Turkish Straits System İTÜVSAM / TURBO).  
 

Textul de pe ultima copertă

This book develops  a fundamental understanding of geophysical fluid dynamics based on a mathematical description of the flows of inhomogeneous fluids. It covers these topics:

1. development of the equations of motion for an inhomogeneous fluid  2. review of thermodynamics
3. thermodynamic and kinetic energy equations 4. equations of state for the atmosphere and the ocean, salt, and moisture effects
5. concepts of potential temperature and potential density
6. Boussinesq and quasi-geostrophic approximations 7. conservation equations for vorticity, mechanical and thermal energy instability theories, internal waves, mixing, convection, double-diffusion, stratified turbulence, fronts, intrusions, gravity currents

Graduate students will be able to learn and apply the basic theory of geophysical fluid dynamics of inhomogeneous fluids on a rotating earth, including:

1. derivation of the governing equations for a stratified fluid starting from basic principles of physics
2. review of thermodynamics, equations of state, isothermal, adiabatic, isentropic changes
3. scaling of the equations, Boussinesq approximation, applied to the ocean and the atmosphere
4. examples of stratified flows at geophysical scales, steady and unsteady motions, inertia-gravity internal waves, quasi-geostrophic theory
5. vorticity and energy conservation in stratified fluids
6.boundary layer convection in stratified containers and basins

Caracteristici

Is based on basic mechanical principles, vector and tensor calculus Contains mathematical derivations based on sequentially presented building blocks Explains derived equations and re-interprets their solutions in terms of physical principles Presents graphical illustrations of introduced concepts and representative images