%EEEE @incollection{eliassen-kleinschmidt:1957, Author = "Eliassen, Arnt and Ernst Kleinschmidt", Title = "Dynamical meteorology", Booktitle = "Handbuch der Physik", Volume = "48", Year = "1957", Pages = "1--154", TOC = " I. Basic theory, a. Physical properties of atmospheric air, b. Basic equations of physical hydrodynamics, c. The quasi-static equations, d. Equilibrium states, e. Atmospheric turbulence, II. Adiabatic and frictionless motions, stability properties and the theory of small-amplitude oscillations and waves, a. Motion under the influence of gravity on a resting earth, b. Axially symmetric motions in a circular vortex, c. Two-dimensional disturbances of linear currents and vortices, d. Wave motions in zonal currents, III. Non-linear prognostic equations for the large-scale motions, a. Filtering approximations, b. Simplified atmospheric models, IV. Cyclones and anticyclones, V. The general circulation" } @article{ellsaesser-etal:1986, Author = "Ellsaesser, Hugh W. and Michael C. MacCracken and John J. Walton and Stanley L. Grotch", Title = "Global climatic trends as revealed by the recorded data", Journal = "Rev. of Geophys.", Volume = "24", Year = "1986", Pages = "745--792", TOC = " 1. Introduction 2. Current understanding of the holocene record 3. Observations of surface temperature 3.1 Problems with representativeness and homogeneity 3.2 Hemispheric and global trends from land data 3.3 Trends from ship observations 3.4 Critique of ship observations 4. Temperature trends from upper air data 4.1 Tropospheric temperatures 4.2 Critique of tropospheric data 4.3 Stratospheric temperatures 4.4 Critique of stratospheric data 5. Patterns of temperature change 6. Attempts to reconstruct long-term climatic records 6.1 Records based on temperature observations 6.2 Records based on proxy data 6.3 Temperature from isotopic fractionation 6.4 Temperature profiles from dry media 6.5 Critique and conclusions 7. Trends from precipitation data 7.1 Relationships between precipitation and othr climatic parameters 7.2 Analyses of precipitation records 7.3 Critique and conclusions 8. Trends from snow and ice cover data 8.1 Land glaciers 8.2 Sea ice 8.3 Snow cover 8.4 Summary and critique 9. Sea level and related parameters 9.1 Sea level 9.2 Length of day 9.3 Migration of north polar axis 9.4 Summary and critique 10. Summation and conclusions" } Elsner, J. B., and A. A. Tsonis, "Nonlinear prediction, chaos and noise," Bulletin American Meteorol. Soc., Vol. 73, 1992, pp. 49--60. 1. Introduction 2. Nonlinear prediction 3. Neural networks 4. Examples 5. Spatial dynamics 6. Chaos and noise 7. Conclusion Emmanuel, Kerry A., "The theory of hurricanes," Ann. Rev. Fluid Mech., Vol. 23, 1991, pp. 179-197. 1. Introduction 2. The mature hurricane: a natural Carnot engine 3. Hurricane genesis as an example of finite-amplitude instability a. The failure of linear stability theory b. Results of fully nonlinear integrations c. A minimal nonlinear approach d. The nature of moist convective adjustment 4. Summary and remaining problems @article{enfield:1989, Author = "Enfield, David B.", Title = "El Nino, past and present", Journal = "Rev. Geophys.", Volume = "27", Year = "1989", Pages = "159--187", TOC = " 1. Introduction 2. Historical overview a. Origins b. The ocean-atmosphere system c. The canonical ENSO 3. Current research a. Wave processes b. Surface thermal response c. Ocean-atmosphere feedback d. The ENSO oscillator e. External forcing f. Teleconnections g. Predictability of El Nino h. El Nino in the ancient record (ELNAR) 4. Discussion" } @article{ersoy:1994, Author = "Ersoy, Okan K.", Title = "A comparative review of real and complex Fourier-related transforms", Journal = "Proc. IEEE", Volume = "82", Year = "1994", Pages = "429--447", Keyword = "signal processing, FFT, Hartley transform", TOC = " I. Introduction, II. Fourier transforms, III. Interpretation of the real Fourier transform, IV. The generalized Fourier transform, V. The cosine and sine transforms, VI. Examples of other Fourier-related transforms, VII. Fourier series, VIII. The discrete-time Fourier transforms, IX. The discrete-time cosine and sine transforms, X. Examples of other discrete-time Fourier-related transforms, XI. The discrete Fourier transforms, XII. The interpretation of the real discrete Fourier transform, XIII. The discrete sine, symmetric cosine, and Hartley transforms, XIV. The generalized discrete Fourier transforms, XV. The orthogonal generalized RDFT, XVI. The generalized discrete cosine and sine transforms, XVII. The generalized discrete Fourier transforms derived from the generalized cosine and sine transforms, XVIII. Unconventional discrete transforms, XIX. Important matrices diagonalized by the generalized discrete Fourier-related transforms, XX. The discrete cosine transform, XXI. The scrambled discrete Fourier transforms, XXII. The discrete cosine-III transform, XXIII. A performance measure for transform sigal compression, XXIV. Fast algorithms for the discrete Fourier-related transforms, XXV. The short-time Fourier transforms, XXVI. Two-dimensional Fourier transforms, XXVII. Applications, XXVIII. Conclusion" } %FFFF Farge, Marie, "Wavelet transforms and their applications to turbulence," Ann. Rev. Fluid Mech., Vol. 24, 1992. pp. 395-457. Introduction 1. The need for a space-scale decomposition of turbulent flows 2. Wavelet transform principles 2.1 History 2.2 Definition 2.3 Comparison with the Fourier transform 3. The continuous wavelet transform 3.1 Analysis and sythesis 3.2 Elementary properties 3.3 Implementation 4. The discrete wavelet transform 4.1 Wavelet frames 4.2 Orthogonal wavelets 4.3 Wavelet packets 5. Wavelet applications to turbulence 5.1 Energy decomposition 5.2 New diagnostics for turbulence 5.3 Some preliminary results using wavelets Conclusion Fenton, John D., "Nonlinear wave theories," In _The Sea, Vol. 9, Part A: Ocean Engineering Science_, John Wiley & Sons, N.Y., 1990, pp. 3-25. 1. Introduction 2. Steady waves: the effects of current and the governing equations 3. Stokes theory 4. Cnoidal theory 5. Fourier approximation methods 6. Results and comparisons 7. Integral properties of waves @inproceedings{ferziger:1985, Author = "Ferziger, Joel H.", Title = "Large eddy simulation: Its role in turbulence research", Booktitle = "Theoretical Approaches to Turbulence", Editor = "D. L. Dwoyer and M. Y. Hussaini and R. G. Voight", Publisher = "Springer-Verlag", Year = "1985", Pages = "51--72", Keyword = "turbulence, large eddy simulation", TOC = " I. Historial introduction, II. Foundations of large eddy simulation, A. Homogeneous flows, B. Inhomogeneous flows, III. Subgrid modeling, A. Eddy viscosity models, B. One-equation models, C. Reynolds stres and algebraic models, D. Scale similarity model, E. Group renormalization methods, IV. Initial and boundary conditions, A. Initial conditions, B. Boundary conditions, V. Future directions of large eddy simulation, A. Advances in computer technology, B. LES on supercomputers, C. Wider use of LES, VI. Conclusions" } Finlayson, B. A., and L. E. Scriven, "The method of weighted residuals: a review," Appl. Mech. Rev., Vol. 19, 1966, pp. 735-748. @article{fischer-patera:1994, Author = "Fischer, Paul F., and Anthony T. Patera", Title = "Parallel simulation of viscous incompressible flow", Journal = "Ann. Rev. Fluid Mech.", Volume = "26", Year = "1994", Pages = "483--527", Note = " 1. Introduction, 2. The technical challenge, 2.1 Algorithms and architectures, 2.2 The software question, 3. Finite--element discretizations, 3.1 The Poisson problem, 3.2 The Stokes problem, 3.3 The Navier--Stokes equations, 4. Particle methods, 4.1 Stokes flow, 4.2 Vortex methods, 5. Fourier methods, 6. Conclusions" } Flierl, G. R., V. D. Larichev, J. C. McWilliams, and G. M. Reznik, "The dynamics of baroclinic and barotropic solitary eddies," Dyn. of Atmosph. and Oceans, Vol. 5, 1980, pp. 1-41. 1. Introduction 2. Equations of motion 3. Exterior solutions 4. General properties of F^(i)(Z) and matching conditions 5. Equivalent SES - a simple example 6. Interior solutions 7. Mixed SES with a baroclinic exterior field 8. Mixed SES with mixed exterior field 9. Totally barotropic SES 10. Mixed SES with a barotropic exterior field 11. Additional fields 12. Radially symmetric "riders" 13. Summary Flierl, G. R., "Isolated eddy models in geophysics," Ann. Rev. Fluid Mech., Vol. 19, 1987, pp. 493-530. 1. Introduction 2. General properties of isolated eddy models 3. Modons 4. Concluding remarks Fofonoff, N. P., "The gulf stream system," In _Evolution of Physical Oceanography_, Bruce A. Warren, Carl Wunsch, eds., MIT, 1981, pp. 112-139. 1. Introduction 2. The Gulf Stream system 3. The Florida Current a. Sea-level slope from tide gauges b. Variability of the Florida Current c. Eddy-mean flow interaction d. The downstream pressure gradient e. Stability and atmospheric forcing f. The deep western boundary current 4. The Gulf Stream a. Gulf Stream separation mechanisms b. Gulf Stream trajectory models c. Deep currents of the Gulf Stream d. Dynamical Gulf Stream models e. Numerical Gulf Stream models 5. The North Atlantic Current 6. Summary and conclusions Author: "Fofonoff, N. P." Title: "Dynamics of ocean currents" Book: "The Sea, Vol. 1" Editor: "M. N. Hill" Publisher: "?????" Year: "1963" Pages: "323-395" Comments: "?????" @Article{fogel:1994, Author = "Fogel, David B.", Title = "An introduction to simulated evolutionary optimization", Journal = "IEEE Trans. on Neural Networks", Volume = "5", Year = "1994", Pages = "3--14", Note = " I. Introduction, II. Genetic algorithms, III. Evolution strategies and evolutionary programming, IV. Summary" } Author: "Ford, Joseph" Title: "What is chaos, that we should be mindful of it?" Book: "The New Physics" Editor: "Paul Davies" Publisher: "Cambridge University Press" Year: "1992" Pages: "348--371" Comments: " 1. In the beginning 2. What is chaos? 3. What does chaos mean? 4. Chaos: who needs it? 5. Chaos: an illustrative example 6. Quantum chaos: is there any? 7. That we should be mindful of it" @article{fouquart-etal:1990, Author = "Fouquart, Y. and J. C. Buriez and M. Herman and R. S. Kandel", Title = "The influence of clouds on radiation: A climate-modeling perspective", Journal = "Rev. Geophys.", Volume = "28", Year = "1990", Pages = "145--166", TOC = " 1. Introduction 1.1 Earth radiation budget 1.2 Surface radiation budget 1.3 Diabatic heating of the atmosphere 1.4 Modeling 2. Influence of clouds on shortwave radiation 2.1 Cloud layer reflectances and transmittances 2.2 Solar absorption 3. Influence of clouds on longwave radiation 4. Effect of horizontal inhomogeneities on the radiation field 4.1 Broken cloudiness 4.2 Broken cloudiness and shortwave radiation 5. Conclusion" } Frisch, Uriel, "Lectures on turbulence and lattice gas hydrodynamics," --, 1. Current beliefs about fully developed turbulence: part I 2. Current beliefs about fully developed turbulence: part II 3. Turbulent transport of scalars and magnetic fields a. Transport of scalar fields b. Transport of a magnetic field c. Conclusions 4. Large-scale instability in 3D flows lacking parity-invariance 5. Lattice gas hydrodynamics: introduction 6. Lattice gas hydrodynamics: microdynamics 7. Lattice gas hydrodynamics: collisions and equilibria 8. Lattice gas hydrodynamics: from microdynamics to the Navier-Stokes equations 9. Lattice gas hydrodynamics: Reynolds number, noisy hydrodynamics 10. Lattice gas hydrodynamics: software and hardware implementations; concluding remarks Frisch, Uriel, Dominique d-Humieres, et al., "Lattice gas hydrodynamics in two and three dimensions," --, 1. Introduction 2. Deterministic and nondeterministic lattice gas models a. The HPP model b. The FHP models c. The face-centered-hypercubic 4-D and the pseudo-4-D models d. A general class of nondeterministic models 3. Microdynamics and probabilistic description a. Microdynamical equations b. Conservation relations c. The Liouville equation d. Mean quantities 4. Equilibrium solutions a. Steady solutions of the Liouville equation b. Low-speed equilibria 5. Macrodynamical equations 6. Recovering isotropy 7. Fluid dynamical regimes a. Sound propagation b. Damped sound c. Incompressible fluid dynamics: the Navier-Stokes equations 8. The viscosity a. Fluctuation-dissipation relation and "noisy" hydrodynamics b. The lattice Boltzmann approximation c. The Reynolds number 9. Conclusion Frisch, Uriel, and Steven A. Orszag, "Turbulence: Challenges for theory and experiment," Physics Today, Jan. 1990, pp. 24-32. 1. Introduction 2. Four basic concepts a. Randomness b. Eddy viscosity c. Cascade d. Scaling 3. Statistical theories a. Closure b. Renormalization group 4. Intermittency and fractals 5. Vortex dynamics 6. What next?