Àâòîðèçàöèÿ
Ïîèñê ïî óêàçàòåëÿì
Chaikin P., Lubensky T. — Principles of condensed matter physics
Îáñóäèòå êíèãó íà íàó÷íîì ôîðóìå Íàøëè îïå÷àòêó?
Íàçâàíèå: Principles of condensed matter physicsÀâòîðû: Chaikin P., Lubensky T. Àííîòàöèÿ: Now in paperback, this book provides an overview of the physics of condensed matter systems. Assuming a familiarity with the basics of quantum mechanics and statistical mechanics, the book establishes a general framework for describing condensed phases of matter based on symmetries and conservation laws. After surveying the structure and properties of materials with different symmetries, it explores the role of spatial dimensionality and microscopic interactions in determining the nature of phase transitions. Particular attention is given to critical phenomena and renormalization group methods. The properties of liquids, liquid crystals, quasicrystals, crystalline solids, magnetically ordered systems and amorphous solids are investigated in terms of their symmetry, generalized rigidity, hydrodynamics and topological defect structure. In addition to serving as a course text, this book is an essential reference for students and researchers in physics, applied physics, chemistry, materials science and engineering, who are interested in modern condensed matter physics.
ßçûê: Ðóáðèêà: Ôèçèêà /Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö ed2k: ed2k stats Èçäàíèå: 1Ãîä èçäàíèÿ: 1995Êîëè÷åñòâî ñòðàíèö: 699Äîáàâëåíà â êàòàëîã: 06.12.2013Îïåðàöèè: Ïîëîæèòü íà ïîëêó |
Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
Ïðåäìåòíûé óêàçàòåëü
Helical magnetic phase 91 Helical spin order 87 Helicity modulus 290—1 Helium, 117 179 Helium, 179 Helium, 177 179 Helium, helium films 551—5 Helium, Kosterlitz — Thouless transition 551—2 Helium, superfluids 138 289 460—4 Helmholtz free energy 112 194 200 672 Helmholtz free energy, density 115 122 126—7 327 Hexagonal close-packed solid (HCP) 41 56—7 105 515—17 672 Hexagonal lattice 57 69 191 515—17 Hexatic phases 65—8 672 Hexatic phases, liquid crystals 65—8 70 138 289 524—6 657 Hexatic phases, twoD crystals 78 558 Hexatic- 66 138 Hg, chain salts 322—4 Homogeneity 230 Homogeneous fluid 118 homogeneous functions 115—16 672 Homogeneous functions, and scaling 230—6 Homotopy 495 503—4 672 Homotopy, groups 504—5 Honeycomb lattice of walls 638 Hubbard — Stratonovich transformation 276—7 588 672 Hund’s rule 25 672 Hydrodynamics, and nucleation 479—91 Hydrodynamics, and spinodal decomposition 479—91 Hydrodynamics, chapter 9 418—92 Hydrodynamics, conserved and broken-symmetry variables 417—419 Hydrodynamics, crystalline solids 459—60 Hydrodynamics, dissipationless 445—8 Hydrodynamics, equations 2 Hydrodynamics, films, fluid 494 Hydrodynamics, fluid hydrodynamics 440—54 Hydrodynamics, modes 449—52 673 Hydrodynamics, modes, of a fluid 11 Hydrodynamics, nematic liquid crystals 454—56 493 Hydrodynamics, rigid rotors on a lattice 419—34 Hydrodynamics, smectic liquid crystals 456—9 493 Hydrodynamics, spin systems 434—40 Hydrodynamics, superfluid helium 460—4 493 Hydrodynamics, superfluid helium, films 553 Hydrodynamics, variable 288 Hydrodynamics, water 418; see models stochastic Hydrogen bonding 3 7 hydrogen molecule 20—2 25—8 Hydrophilic and hydrophobic 68 673 Hypercubic lattice, Ising model 248—52 Hyperscaling relation 233 673 Hysteresis 171 673 Ice, edge dislocation 12—13 Icosahedral order 190 193 Icosahedral packing 7 Icosahedral symmetry 82 673 Icosahedratic 328 673 Ideal gas 112—3 Ideal polymer chain 90 673 Incoherent cross-section 404—6 Incommensurate 77—91 Incommensurate crystal lattice 77—82 322 6; Incommensurate crystal lattice, 79 Incommensurate crystal lattice, Ho 89—91 Incommensurate crystal lattice, Kr on graphite 80 Incommensurate crystal lattice, Lifshitz points 184 Incommensurate crystal lattice, reciprocal lattice 82 Incommensurate crystal lattice, striped phase 618 Incommensurate crystal lattice, TGB phase 563 Incommensurate crystal lattice, twoD solitons (Pokrovsky — Talapov) 635 Incommensurate, devil’s staricases 603—6 Incommensurate, dynamic modes, phasens 615—7 Incommensurate, FK model 602—5 Incommensurate, quasicrystals 83—5 Inelastic scattering 399—408 Inertia 428 Inertial term 361 Infrared singularities 313 673 Intensive variable 111 673 Interfacial stiffness 626 674 Intermediate function 406 674 Internal energy 109 Interstitials 325 674 Inviscid flow 325 445 674 Ionic salt 18 Irreducible representation 134 674 Irrelevant field 241 253 674 Ising critical point 256 Ising Hamiltonian 139 151 Ising model 14 139—40 161 166 674 Ising model, and spinodal decomposition 481 Ising model, Bragg — Williams mean-field theory 203 Ising model, fixed point, 251 Ising model, fixed point, 268 Ising model, fixed point, 1D 245 Ising model, kinetic 466 Ising model, kink 591—2 Ising model, Landau mean-field theory 152—6 Ising model, Migdal — Kadanoff renormalization group 248—52 Ising model, nucleation 481 Ising model, one-dimensional, exact 242—5 Ising model, spin 15 177 Ising model, square lattice 250 Ising model, topologically distinct states 591—4 Ising model, walls 593 (see also ANNNI model) Ising symmetry 135—7 139 152 231 259 470 Isobar, isochore, isotherm 159—60 674 Isotropic fluids 15 16 38—43 307 674 Isotropic fluids, hydrodynamics of 440—53 Isotropic fractals 91—7 Isotropic phase, metastability 170 Isotropic phase, nematic-to-isotropic transition 191 Isotropic phase, of liquid crystals 58—61 Isotropic solids, elasticity 319—22 Jacobian 342 Josephson scaling relation 293 437 528 674 Josephson tunneling 158 Kadanoff construction 237—42 Kinematic viscosity 449 kinetic energy 3 122 Kinetic, Ising model 466 Kinks, chapter 10 Kirchhoff’s laws 381 Kosel crystal 644 654 674 Kosterlitz — Thouless (KT) transition 296 495 544—51 578 647 674 Kosterlitz — Thouless (KT) transition, and roughening 648 Kosterlitz — Thouless (KT) transition, correlation length 550 Kosterlitz — Thouless (KT) transition, integration of the KT recursion relations 573—5 Kosterlitz — Thouless (KT) transition, longitudinal and transverse response 575—7 Kosterlitz — Thouless (KT) transition, of striped phases 642 Kosterlitz — Thouless (KT) transition, spin correlation function 577—8 Kosterlitz — Thouless — Halperin — Nelson — Young (KTHNY) transition 555—61 Kramers — Kronig relation 357—8 Kramer’s equation 415 Krypton on graphite 79—80 253 558 Krypton on graphite, incommensurate phases 635 Krypton, Lennard — Jones (L — J) potential 256 KT see Kosterlitz — Thouless transition KTHNY melting transition 555—61 Kubo formulae 432—3 447 454 675 Lagrangian coordinates 331 446 Lagrangian elasticity 330—40 Lagrangian elasticity, FK model 607 615 Lagrangian of classical fluid 443 Lagrangian of rigid rotor 421—6 Lam 320 557 675 Lambda line 173—4 179 183 270 675 Lamellar phase (of lyotropic liquid crystals) 71 637 640 675 Landau and Placzek 452 Landau free energy 151 193 219 Landau gauge 573 Landau mean-field theory 151—2 675 Landau theory, chapter 4 Landau — Ginzberg — Wilson, field theory 465 Landau — Ginzburg free energy 571 Landau — Peierls instability 311 Landau — Placzek formula 452 675 Langevin theory 353 381—90 675 Laplace pressure 487 675 Laplace transform 356 370 430 Laplace’s equation 528 531 Laplacian Green function 531 545 Latent heat 144 170 Lattice, anisotropic 54 267 Lattice, basis 43 662 Lattice, bipartite 135—7 Lattice, body-centered cubic (BCC) 53—6 87 135 189—94 515 Lattice, cubic 52—7 Lattice, direct 43 Lattice, dual 50 580 Lattice, face-centered cubic (fcc) 9 41 53—7 190—4 515—17 671 Lattice, hexagonal 57 69 191 515—17 Lattice, reciprocal 45 46 187 Lattice, simple cubic (SC) 53 Lattice, triangular 51—3 255 520 Lattice, vector 43 Laue condition 47—8 675 Law of rectilinear diameters 166 675 LCAO 26 Legendre transform 112 653 Lennard — Jones potential 24 39 78 192 256 676 Lever rule 484 Levi — Cevita symbol 317 Lifshitz point 184—7 236 283 676 Lifshitz — Slyozov law 490 676 Light scattering, Brillouin peaks 452 Light scattering, from a nematic liquid crystal 306—8 Light scattering, Rayleigh peak 452 Light wall 602 Limit of metastability 170 171 480 Linear Combination of Atomic Orbitals (LCAO) 26 Lipids 72 Liquid crystals 58—71; see cholesteric nematic and Liquid crystals liquid crystals, discotic phases 15 68 668 Liquid crystals, display device 304 Liquid crystals, hexatic phases 65—8 70 672 Liquid crystals, isotropic, nematic and cholesteric phases 58—61 Liquid crystals, lyotropic liquid crystals and microemulsions 68—71 Liquid crystals, mesophase 15 Liquid structure 38—43 Liquid-gas transition 5 136 167 230 468 Local packing rules 7 Local symmetry 135 Lockin 89 601 676 Long-range order (LRO) 10 15 58 61 130 295 341 544 555 627 676; Long-range order (LRO), fluctuation destruction of 294 Long-range order (LRO), orientational order 66 86 627 631 Long-range order (LRO), orientational order, of fluid membranes 627 Long-range order (LRO), orientational order, of polymerized membranes 631 Long-range order (LRO), positional order, lack of in fluid membranes 627 Long-time tail 414 676 Longitudinal strain 321 Lorentzian peak 323 327 363 367 676 Low-angle neutron scattering 94 Lower critical dimension 227 295 313 322 Lower critical field 564—6 Lyotropic liquid crystals 58 68—71 314 637 640 Macroscopic variable 1 Magnetic Bragg peaks 87 89 Magnetic bubble domain 518 Magnetic dipole interaction 87 Magnetic order 85—90; see ferri ferro and Magnetic scattering 407—8 676 magnetization 87 127 177—9 436—9 Magnon 676; see spin wave Maier — Saupe theory 211 mass density 115 441 Mass density wave 136 matching rule 85 Mathieu operator 567 Maxwell displacement vector 206 Mean curvature 625 676 Mean-field theory, Bragg — Williams theory 144 146—51 Mean-field theory, breakdown 214—16 225—6 Mean-field theory, chapter 4 15 144—209 Mean-field theory, first-order transition 168—72 173—5 187—98 Mean-field theory, from functional integrals 223—5 Mean-field theory, Ising and 152—9 Mean-field theory, Landau theory 145 151 156 159 Mean-field theory, liquid-gas transition 159—69 Mean-field theory, liquid-solid transition 187—98 Mean-field theory, multicritical points 172—87 Mean-field theory, nematic-to-isotropic transition 168—72 Mean-field theory, variational mean-field theory 198—204 Mean-field theory, variational mean-field theory, 202 Mean-field theory, variational mean-field theory, 201 Mean-field theory, variational mean-field theory, Debye — H 204 Mean-field transitions, examples of 157—9 216 Mean-free path 33 417 677 Memory function 412 677 Meniscus 4 159 677 Mercury chain salts 322—4 Mermin — Wagner — Berezinskii theorem 294 Mesophase 15 Metamagnet 175—9 677 Metastable state 480 677; Micelles 70 73—4 677 microcanonical ensemble 119 Microemulsions 71 75 635—40 Migdal — Kadanoff procedure 248 248—56 253 262 345 677 Mirror plane 60 677 MnO, neutron diffraction 90 MNTSF — TCNQ 76—7 Mobility 360 MODE 359 677 Mode-mode coupling 477—91 Models for phase transitions, 140 156—57 202 Models for phase transitions, 228 Models for phase transitions, 267 Models for phase transitions, 288 503 Models for phase transitions, 140 289—98 495 506 526 582 544 Models for phase transitions, 347 Models for phase transitions, Absolute solid-on-solid (ASOS) 644 Models for phase transitions, anisotropic dipolar magnet 284 Models for phase transitions, ANNNI 186 Models for phase transitions, Blume — Emery — Griffiths 179 Models for phase transitions, Chen — Lubensky 210—1 Models for phase transitions, clock 140 Models for phase transitions, dicrete Gaussian 584 645 Models for phase transitions, for bicritical and tetracitical points 181 209 Models for phase transitions, for Lifshitz points 185 283 Models for phase transitions, for liquid-solid transition 188 Models for phase transitions, for metamegnets 177 Models for phase transitions, for tricritical point 173 283 Models for phase transitions, Frenkel — Kontorowa 590 601—20 Models for phase transitions, Gaussian 261 Models for phase transitions, Heisenberg 127 Models for phase transitions, Heisenberg, anisotropic 435 Models for phase transitions, Ising 139 146 152—6 160 238 242 251 590—4 Models for phase transitions, Maier — Saupe 211 Models for phase transitions, nonlinear sigma 341—6 Models for phase transitions, Potts 140 201—2 284 579—82 593 Models for phase transitions, Potts, four state 592 Models for phase transitions, Potts, lattice gas 254 Models for phase transitions, Potts, one-state and percolation 285 Models for phase transitions, rigid rotors on a lattice 419—34 Models for phase transitions, solid-on-solid (SOS) 645 Models for phase transitions, Villain 583 645 Models for phase transitions, Yang — Lee edge 287 Models, stochastic, dissipative models, model A (Glauber) 466 483
Ðåêëàìà
mixtures 
phase 
-coefficients 
-vector models 
classical model 
-state Potts model 
ckel theory 
(Heisenberg) 
|
|
Î ïðîåêòå