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Unertl W.N. — Physical Structure
Unertl W.N. — Physical Structure



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Íàçâàíèå: Physical Structure

Àâòîð: Unertl W.N.

Àííîòàöèÿ:

The primary goal of this book is to summarize the current level of accumulated knowledge about the physical structure of solid surfaces with emphasis on well-defined surfaces at the gas-solid and vacuum-solid interfaces. The intention is not only to provide a standard reference for practitioners, but also to provide a good starting point for scientists who are just entering the field. The presentation in most of the chapters therefore assumes that the typical reader will have a good undergraduate background in chemistry, physics, or materials science. At the same time, coverage is comprehensive and at a high technical level with emphasis on fundamental physical principles. This first volume in a new series is appropriately devoted to the physical structure of surfaces, knowledge of which will be essential for a complete understanding of electronic properties and dynamical processes, the topics of the next two volumes in the series.

The volume is divided into four parts. Part I describes the equilibrium properties of surfaces with emphasis on clean surfaces of bulk materials. Part II provides an introduction to some of the primary experimental methods that are used to determine surface crystal structures. Part III gives an overview of the vast topic of the structure of adsorbed layers. The concluding Part IV deals with the topics of defects in surface structures and phase transitions.


ßçûê: en

Ðóáðèêà: Ôèçèêà/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

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Ãîä èçäàíèÿ: 1996

Êîëè÷åñòâî ñòðàíèö: 900

Äîáàâëåíà â êàòàëîã: 14.11.2008

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
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Ïðåäìåòíûé óêàçàòåëü
Finite size effects      343 701 702 743 749 767 783
Finite size scaling analysis      702
Finite-size scaling      803 804 805
Fink, H. W.      418 644
Fink, J.      225 see R.”
Finney, M. S.      134 see P.
Finnis — Sinclair models      105
Finnis, M. W.      134 644
Finzel, H. U.      359
Fiolhais, C.      647 see J.
Fiorentini, V. I.      34
Firment, L. E.      225
First ionization potential      462
First older condensation      563
First order tunsition      550 561 672 720 723 724 749 750 765 766
First-oider phase transition      243 718
First-order discontinuity      727
First-order melting      525
First-principles methods      104 107 141 144
Fischer — Tropsch reaction      428
Fisher, A. J.      181
Fisher, D.      496 497 see M.”
Fisher, D. S.      97 568 see S. “Fisher M.
Fisher, G. B.      500 see T.
Fisher, H. J.      227 see P.
Fisher, M. E.      97 571 789 see D.
Five dimensional transition and noble metal surfaces      120
Flagg, R.      790 see P.”
FLAPW (full potential linear augmented plane wave)      108
Flavell, W. R.      181 see R.
Fleming, R. M.      359
Fleszar, A.      500 648 see M.”
Flipse, C. F. J.      227 see P.
Flodstroem, S. A.      226 see M.”
Flood electron gun      307
Flores F.      645 see K.”
Flores, F.      134 see F.”
Fluctuation-dissipation theorem      740
Fluctuations      681 722 723 738 742 748 778 784 798 799 804
Fluid phase      726 727
Fluorite      193 202
Flynn, C. P.      228 570 see S.”
Flynn, D. K.      133 see B.
Flytzani Stephanopoulos, M.      97
Fnedel (1958) sum rule      599
Fnedel sum rule      638
Fntsche, L.      499 see J.”
Focal length      402
Fock operator      150
Fock, V. A.      181
Fogedby, H. C.      789
Foiles, S. M.      134 643 644 648 791 see M. “Einsietn T. “Felter T. “Roelofs L. “Schwoebel P.
Folkets, R.      710 see H.
Folman, M.      501 574 see H.” “Uram K.
Folsch, S.      574 see J.”
Fong, C. Y.      644 650 see M. “Wright A.
Fontes, E.      570 see C.
Force sensor      372
Force sensor, cantilever beam      373
Forces      110
Forces on each atom      158
Ford, W. K.      180 225 267 501 see D. “Lessor D. “Wan K.
Foreshortening      405
Form factor      274
Four-circle geometry      331
Fourfold hollow site      684
Fourfold sites      455
Fourfold-coordinated hollow sites      448
Fourier transform      738—740
Fractal      691 708
Fractal dimensionality      691
Fracture      178
Frahm, R.      570 see N.”
Francis, S. M.      498 see F.
Frank and Van der Merwe theory      516 519
Frank, F. C.      570
Frank, H.      359 see H.
Frank, H. H.      496
Frank, K. H.      496 see S.”
Frankel, D.      226 see W.”
Frankl, D. R.      568 571 see S.” “Jung D.
Franz, R. U.      420 see H.
Frauenfelder, H.      570
Fraunhofer diffraction      400
Frederiske, H. P. R.      97
Fredholm determinant      589
Free eneigy      53 76 658 675 723 736 740 746 776 777 799 800 804
Free energy barrier      723
Free energy expansion      747
Free-electron gas      591 614
Free-electron models      116
Free-fermion approximation      92
Freeland, P. E.      502 792 see J.”
Freeman, A. J.      134 136 136 501 650 710 789 see C. “Spiess L.” “Wimmer E.” “Ye L.”
Freeman, D. L.      644
Freezing      565
Freimuth, H.      570
French, T. M.      225
Frenken, F. W. M.      97 see L.”
Frenken, J. W. M.      98 266 359 496 500 see A. “Pluis B.” “Smeenk R. “Van H.
Fresnel reflectivity      342
Fresnel theory      561
Freund, H. J.      225 see M.”
Fricke, A.      498 see M.
Friedel oscillations      608 617
Friedel, J.      642 644 see J.
Friedel, P.      182 see M.”
Friedman, D. J.      133 see E.
Frilzsche, V.      501 see H.”
Frohn, J.      97 98 644 see M.”
Frontier orbnals      581 596
Fryberger, T. B.      180 225 see D.
Fu, C. L.      134 501 710 789 790 see E.”
Fuchs, G.      225 see T.”
Fuchs, H.      500 see F.”
Fuggle, J. C.      496 501 see M.”
Fujiwara, T.      135 see H.
Fukushi, D.      501 see T.”
Full potential linear augmented plane wave      see “FLAPW”
Fullerene      375
Fuoss, P. H.      43 359 see I.
Furuya, K.      642 see N.”
Fuseher, C. R.      570
Fust principles calculations      618
GA      128
Ga adsorption      124
Ga vacancy      258
GaAS      124 130 231 249 254 367
GaAs(-1—1—1)      259
GaAs(100)      260
GaAs(100)-c(2x8)      235
GaAs(110)      123
GaAs(111) and (-1—1—1)      258
GaAs(111)-(2x2)      258
Gadzuk, J. W.      496
Gaicia, A.      418
Gajdardziska Josifovska, M.      225 418 see P.
Galatry, L.      570
Galeoni, M.      225
Galh, G.      181 see S.”
Gallagher, J.      644
Gamcson, I.      570
GaN      218—220
Ganachaud, J. P.      642 see J.
Ganz, E.      496 790
Gao, G. B.      227 see H.”
Gao, Y.      225 see S.
Gap      249
GaP(111)-(2x2)      258
Garcia Moliner, F.      134
Garcia, N.      359 see K.
Garfunkel, E. we Song, K. J.      98
Garibaldi, V.      359
Garlunkel, E.      227 see D.”
Garofalini, S. H.      181
Garofalo, M.      790
Garretl, B. C.      649 see T.
Gas phase      726
GaSb      249
Gatnmer      259
Gaussian approximation      277 278
Gaussian functions      147
Gauthier, S.      98 see S.”
Gauthier, Y.      226 227 see M.” “Rundgren J.”
Gautier, M.      225 see F.”
Gavrilenko, G. M.      644
Gawlinski, E. T.      791 see A.”
Gawlinski, G. T.      710
Gay, J. G.      135 see R.”
Gay, J. M.      266 359 568 570 571 572 see M.” “Denier A. “Knm J.” “Meichel T.” “Pluis B.”
Gay, R. R.      225
ge      111 160 231 233 236 246
Ge(100)      244
Ge(111)      487 765
Ge(111)(2x1)      247
Ge(111)-(2xl)      162 163
Ge(111)-c(2x8)      247
Geisinger, K. L.      181
Gennanium      243
George, J.      710 see K.”
George, S. M.      643 see J.
Gerber, C.      266 418 see G.”
Gerber, Ch.      133 789 see G. “Binning G.
Gerlach, R. L.      496
Germer, L. H.      359 496 see C.
Giannozzi, P.      133 see S.”
Gibbs      55 60 68
Gibbs adsoiption equation      64 66
Gibbs dividing surface      60 64
Gibbs free energy      719 726 795
Gibbs, D.      569 792 see K. “Zehner D.
Gibbs, G. V.      181 see K. “Hill R.
Gibbs, J. W.      97
Gibson, A.      181
Gibson, J. M.      98 see O.”
Gibson, K. D.      570
Gibson, W. M.      647 see T.”
Gieen's function      111 112 156 157 158 588 589 592 596 604 605 609 610 611 612 624 628 635 639 640
Gieen's function advanced      589
Gieen's function matching techniques      112
Gieen's function techniques      144
Gierer, M.      494 496 497 499 500 see H.” “Over H.” “Heriel T.”
Gierlotka, S.      359 see B.”
Giesen Seiben, M.      644
Giesen, M.      97 98 644 see J.” “Poensgen M.”
Gijzeman, O. L. J.      568 see G.
Gillan, M. J.      227 see I.”
Gilles, J. M.      180 see E.”
Gilles, N. S.      570 see C.
Gillet, E.      225 see B.”
Gilmer, G. H.      43 711 see H. “Weeks J.
Gilquin, B.      572 see Y.”
Gilqum, B.      57 see F.”
Giraidet, C.      570 571 572 644 see C.” “Lakhlifi A.” “Meichel T.”
Girard, C.      570 644 see C.”
Gittes, F. T.      570
Gjostein, N. A.      134 see D.
Glachant, A.      568 570 see U.” “Beaume R.”
Glander, G.      268 see S.
Glander, G. S.      136 see C.
Glanz, G.      497 see P.”
Glass toimation      139
Glasser, M. L.      645 see G.”
Glassy phases      224
Glide lines      16 18
Glide plane      455
Glide plane symmetry      481
Global minimum      114
Globl, M.      500 see H.”
Glue model      105 122 617
Glueckstein, J. C.      499 see J.”
Gobeli, G. W.      135 see J.
Godfrey, M. J.      97 see R.
Godin, T. J.      181 266
Goidon, RG      645
Gold      338
Goldberg, J. L.      98 see X.
Goldenfeld, N.      790
Goldman, A. I.      570 574 see C. “Stephens P.
Goldmann, M.      568 see T.”
Gollisch, H.      645
Golovchcnko, J. A.      97 133 494 497 792 see P.” “Hwang I. “Martinez R. “Zegenhagen J.”
Golovchenko, J.      496 790 see E.”
Golze, M.      570
Gomer, R.      418 575 645 649 see M.” “Uebmg C.” “Wang C.”
Gonser — Buntiock, C.      500 see E.”
Goodstein, D. L.      569 570 see R. “Hamilton J.
Goodwin, L.      134
Gopel, W.      226 see C.”
Gossler, J.      497 see P.”
Gotoh, T.      181
Gotoh, Y.      710
Gotter, U.      710 see M.”
Gottfried, K.      645
Gottlieb, J. M.      645
Gradient coirections      619
Gradient corrections      107
Graham, W. R.      495 see M.”
Grain boundaries      35 159 174 219 291 363 387
Gram — Schmidt      587
Grand canonical partition functions      726
Grand partition function      726
Grand potentials      63 69 726
Grand theimodynamic potential      57
Grant, M.      710 see G.
graphite      377 509—514 516—518 520 521 524 525 532 540 542 543 545 546 550 560 563 564 566
Graphitic (2x2)      615
Graphitic(2x2)or(2x2)-2H      618
Gray, H. B.      266
Greber, T.      494 see A.”
Greene, R. L.      570 see N.”
Greenler, R. G.      495 see J.
Greg, F.      266 see R.”
Grehk, T. M.      496
Greiser, N.      570
Gremaud, G.      418 see N.
Grempel, D. R.      360 see J.”
Grest, G. S.      790
Grey, F.      134 266 495 496 789 see B. “Dornisch D.” “Feidenhans'l R.”
Grier, B. H.      570
Griffith, J. E.      267 see J.
Griffith, O. H.      419 420 see G. “Skoczylas W.
Griffiths, K.      419 494 790 see S. “Jackman T.
Griffiths, R. B.      97 568 569 573 790 “Butler D. “Domany E.” “Niskanen K.
Grimley      584
Grimley, T. B.      645
Grimsby, D.      496
Gritsch, T.      496
Grobecker, R.      494 see A.”
Gronsky, R.      789 see L.
Gronwald, K. D.      359
Ground state      114 581
Ground state energy      109
Groundwater transport of contaminants      139
Group III elements Al, Ga, In on Si(100)      128
groups      16 724
Grout, P. J.      645 see K.”
Groves, G. W.      226 see A.”
Growth exponent      703
Growth kinetics      703
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18
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