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Guyon E., Hulin J., Petit L. — Physical Hydrodynamics
Îáñóäèòå êíèãó íà íàó÷íîì ôîðóìå Íàøëè îïå÷àòêó?
Íàçâàíèå: Physical HydrodynamicsÀâòîðû: Guyon E., Hulin J., Petit L.Àííîòàöèÿ: In the course of the last twenty years, teaching and research in fluid mechanics has expanded considerably into the physics and chemistry communities, who in their turn developed new approaches to the teaching of this topic. These approaches are mainly oriented towards the comprehension of fluids of different hierarchies, the development of various experimental tools, and explanations in terms of elementary physical mechanics. Physical Hydrodynamics presents this original approach for the first time. The elementary microscopic basics of the statistical theory of fluids is discussed, as are the classical aspects of deformation and pressure and the laws of conservation. The problem of Low-Reynolds-Number Flows will be addressed, its applications to suspensions and porous media explained. A discussion of the aspects of boundary layers, high-velocity flows and instabilities conclude this presentation of incompressible fluid hydrodynamics. The present book provides a thorough introduction into the topic from a primarily physical point of view and will be a useful textbook and reference work for graduate students, lecturers and researchers.
ßçûê: Ðóáðèêà: Ôèçèêà /Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö ed2k: ed2k stats Ãîä èçäàíèÿ: 2001Êîëè÷åñòâî ñòðàíèö: 528Äîáàâëåíà â êàòàëîã: 23.02.2014Îïåðàöèè: Ïîëîæèòü íà ïîëêó |
Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
Ïðåäìåòíûé óêàçàòåëü
Uniform flow, spheres 226—227 Uniform parallel flow 215—216 253 Uniform-velocity, arbitrary shaped objects 341—343 Uniform-velocity, frictional forces 341—343 Uniform-velocity, spheres 333—346 Van der Waals model 5 82 484 Variable cross-sections, conduits 194—196 Variable separation 220—221 Variable superposition 220—221 Velocity potentials 210—230 Velocity potentials, complex 252—266 Velocity potentials, component derivation 267 Velocity potentials, function combinations 214—221 Velocity potentials, irrotational nature 208 Velocity potentials, multipole expansion 220—221 Velocity potentials, simple flows 214—221 Velocity potentials, three dimensional obstacles 236—237 Velocity potentials, two dimensional flows 230—231 266 Velocity potentials, uniqueness 210—214 Velocity profiles, boundary layers 393—400 402—404 Velocity profiles, instabilities 470—471 Velocity profiles, self-similarity 390—393 Velocity profiles, thermal gradients 441 Velocity profiles, wakes 435—438 Velocity, fields 333—337 Velocity, gradients 101—104 122—127 430—431 Velocity, hydraulic jumps 203—204 Velocity, jets 192—193 Velocity, local 122—123 125—127 Velocity, measurements 122—127 Velocity, optical signal frequency 123—125 Velocity, quasi-stationary 314 Velocity, superfluid helium 483—484 Vena contracta calculation 193—194 Venturi gauges 184—186 Vinen and Hall experiment 486—488 Viscoelastic fluids 138—139 Viscosity, bulk 135 Viscosity, circulation dynamics 284—289 288—289 Viscosity, concept introduction 59—64 Viscosity, definition 59—60 Viscosity, dynamic 60 Viscosity, energy dissipation 178—179 Viscosity, fluids 149—160 177—179 284—289 Viscosity, gases 64—67 Viscosity, incompressible fluids 177—179 Viscosity, kinematic 62 Viscosity, liquids 67—69 Viscosity, microscopic models 64—71 Viscosity, Newtonian fluids 134—135 Viscosity, oscillating flows 155—160 Viscosity, shear stress 132—133 134—135 Viscosity, spheres 333—346 Viscosity, stationary conduits 149—155 Viscosity, suspensions 353 355—356 Viscosity, tensors 132—133 Viscosity, vorticity 288—289 Visualisation, flow 95—99 Visualisation, particle use 97 Visualisation, photo-active substances 97—98 Volume forces, non-conservative 284—286 von Karman see "Benard — von Karman vortex street" Vortex filaments 298—299 Vortex flow 216—217 Vortex lines 278—279 298—310 Vortex rings 299 305—310 Vortex rings, coaxial 309 310 Vortex rings, kinetic energy 307 Vortex rings, momentum 307—310 Vortex rings, solid walls 308 310 Vortex rings, velocity 306—307 Vortex sheets 301 Vortex streets 77 88 299 301—305 Vortex tubes 271—277 291—293 Vortices 229—230 253—254 see Vortices, cylinders 79—88 Vortices, dynamics 268—310 Vortices, generation threshold 82—83 Vortices, helium rings 488 Vortices, Hill's spherical 293—295 Vortices, line 274—279 298—310 Vortices, Rankine 274—276 295 Vortices, superfluid helium 485—488 Vorticity 268—310 Vorticity, arbitrary distributions 277—279 Vorticity, axially symmetric elongational flow 295—297 Vorticity, boundary layers 390 Vorticity, conservation 293—295 Vorticity, diffusion equilibrium 295—298 Vorticity, distributions examples 298—310 Vorticity, dynamics 289—298 Vorticity, electromagnetic analogue 268—279 Vorticity, elongation equilibrium 295—298 Vorticity, fluid layer thickness 292—293 Vorticity, flux 283 Vorticity, instabilities 470—471 Vorticity, layer thickness 292—293 Vorticity, line-vortex pairs 300—301 Vorticity, parallel line vortices 300—305 Vorticity, singularities 298—310 Vorticity, spheres 335—336 Vorticity, tubes 281—283 Vorticity, turbulent flow 297—298 Vorticity, vectors 268—269 Vorticity, viscosity effects 288—289 Vorticity, vortex filament concentration 298—299 Wakes see also "Laminar wakes" Wakes, axially symmetric objects 436—438 Wakes, far from objects 433—435 Wakes, oil tankers 87 Wakes, velocity profiles 435—438 Walls, boundary conditions 144—145 Walls, electrodes 428—430 Walls, flow near 62—64 Walls, spheres dropping towards 319—320 Walls, velocity near 430—431 Walls, vortex rings 308 310 Waves, breaking 241—245 Waves, deep-water 242 245 Waves, shallow-water 243 245—246 Waves, solitary 246—248 Waves, solitons 246—248 Waves, surface waves 240—248 Waves, tidal 243 Waves, vectors 452—453 weaving 140 Weirs 199—202 Weissenberg effect 139 Wind tunnels 420 Wings, aerodynamics 412—417 Wings, boundary layers 384 Wings, control flaps 416—417 Wings, flow profiles 413—414 Wings, lift forces 265—266 412 Wings, modelling 259—266 X-rays 40 41 42—46 Young — Laplace law 33 145
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