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Raabe D. — Computational materials science
Raabe D. — Computational materials science



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Название: Computational materials science

Автор: Raabe D.

Аннотация:

Modeling and simulation play an ever increasing role in the development and optimization of materials.
Computational Materials Science presents the most important approaches in this new interdisciplinary field of materials science and engineering. The reader will learn to assess which numerical method is appropriate for performing simulations at the various microstructural levels and how they can be coupled.
This book addresses graduate students and professionals in materials science and engineering as well as materials-oriented physicists and mechanical engineers.


Язык: en

Рубрика: Технология/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1998

Количество страниц: 379

Добавлена в каталог: 21.10.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Statistical kinetics      53 ff
Statistical mechanics      51 53 60 63 71
Statistical mechanics, equilibrium      53
Statistical mechanics, non-equilibrium      53 55
Statistical model      26 ff 114
Statistical numerical solution      51
Statistical plasticity model      16 f
Statistical plasticity model, three-parameter      17
Statistical plasticity model, two-parameter      17
Statistical thermodynamics      53 ff
Stochastic      52 87 321
Stochastic cellular automata      208
Stochastic event      66
Stochastic in molecular dynamics      103
Stochastic matrix      73
Stochastic model      26 ff
Stochastic modeling      117
Stochastic process      61
Stochastic sampling      61 64 66 117
Stochastic trajectory      52 55
Stochastic transformation rule      203
Stored elastic energy, orientation dependence      226
Straight dislocation      118
strain      16
Strain, field      122 ff
Strain, Green — Lagrange      261
Strain, hardening      168
Strain, homogeneity      270
Strain, rate      16
Strain, rate sensitivity      118 120 290
Strain, rate tensor      260
Strain, relaxation      25
Stress, Cauchy tensor      261
Stress, deviator      126
Stress, field      124 ff
Stress, fluctuation criterion      154
Stress, function, Airy’s      136 ff
Stress, homogeneity      270
Stress, Piola — Kirchhoff tensor      261
Stress, strain, conjugate      261 ff
Stress-strain behavior      120
Structure      94
Structure domain      114
Structure domain, amorphous      114
Structure domain, crystalline      114
Structure, evolution      116 304
Structure, evolution equation      6 17 162
Structure, of models      14
Structure, polymer      114
Structure, units      115
Subdomain      41
Subgrain, scale      249
Subgrain, wall      25
Sum over states      58
Superconductivity      9 50
Superposition principle      30
surface      84
Symmetric part, displacement gradient tensor      124
Symmetrical matrix      73
Symmetry      67
Symmetry breaking      252
System, average      55
System, bus      317
System, conservative      98
System, ergodic      52
Tailoring of materials      113 177
Taylor expansion      38 102 126
Taylor factor      9 17
Taylor model      5 25 298
Taylor model, brass shear      288
Taylor model, example      298 ff
Taylor model, full-constraints      280 ff
Taylor model, full-constraints viscoplastic      298
Taylor model, lath      288
Taylor model, pancake      288
Taylor model, relaxed-constraints      287 ff
Taylor model, relaxed-constraints pancake viscoplastic      298
Taylor series expansion      40
Taylor — Bishop — Hill model      9 250 267 287
Temporal discretization      23
Temporal evolution      55
Tensor      16
Tensor, displacement gradient      124
Tensor, invariants      126
Tensor, strain      124
Tensor, stress      126
Tensor, stress deviator      126
Ternary alloy      77
Texture      9 24 268 270 297
TFLOP/s      315
Theory of deriving models      13 ff
Theory, phase field      9 177 187
Thermal activation      18 164
thermal conductivity      50
Thermal conductivity, ceramics      50
Thermal conductivity, metals      50
Thermal conductivity, semiconductors      50
Thermal equilibrium      73
Thermal expansion      51
Thermal force      156 160
Thermal neutron      66
Thermionic valve      315 f
Thermodynamic limes      60
Thermodynamics      5 9 53 78 178
Thermodynamics, equilibrium      5 87 160
Thermodynamics, non-equilibrium      5 17 113
Thermodynamics, state function      53
Thermodynamics, statistical      53 ff
Thin film      233
Thin film, deposition      84
Thin film, microstructure      84
Three-dimensional dislocation dynamics      5
Tight-binding potential      26 90 93 95
Time and length scale      12
Time and length scale, physical      12
Time and length scale, spanning      11
Time, dependent      49
Time, derivative      29 33
Time, evolution      88
Time, interval      34 f
Time, reversible Verlet algorithm      101 ff
Time, scale      23 304
Time, step      88
Time, trajectory      55
Topological network model      5 11 25 115 118 239
Topological network model, application      241 ff
Topological network model, examples      242 ff
topology      27
Topology, thin film      233
Topology, Voronoi      118
Topology, Wigner — Seitz      118
Total differential      17
Totalistic cellular automata      207
Traction      126
Trail functions      251
Trajectory      52
Trajectory, deterministic      52 ff
Trajectory, in phase space      55
Trajectory, stochastic      52 ff
Transformation      78 177 198 249 250
Transformation rule      116 117 207
Transformation rule, deterministic      201 ff
Transformation rule, global      201 ff
Transformation rule, local      116 201
Transformation rule, long-range interaction      203
Transformation rule, probabilistic      201 ff
Transformation rule, short-range interaction      203
Transformation rule, stochastic      203
Transformation, in ceramics      178 198
Transformation, in metals      178 198
Transformation, in polymers      178 198
transistor      315 f
Transition, matrix      73
Transition, metal      92
Transition, probability      51
Transition, probability matrix      73
Translational discrepancy      322
Translational equilibrium      127
Transport, coefficient      53
Transport, equation      53
Trial function      33 41 43
Trial state      73
TRUE      321
Truncation error      20 34
Tungsten      92
Twist boundary      84
Two-dimensional dislocation dynamics      5
ULSI      316
Ultra Large-Scale Integration      316
Uncorrelated random number      61
Unit communication network      317
Upper-bound parameter      307
Vacancy      5
Vacancy formation      92
Valence electron      94 f
Van der Waals, bond      89 91
Van der Waals, solid      92
Variable, dependent      12 14 30 322
Variable, energy      55
Variable, extensive      15
Variable, independent      12 14 29 322
Variable, intensive      15
Variable, mass-dependent      15
Variable, mass-independent      15
Variable, particle number      55
Variable, pressure      55
Variable, state      12 14
Variable, temperature      55
Variable, volume      55
Variational method      44
Variational potential energy principle      252
Variational Principle      251 f
Variational principle, Dirichlet      251
Variational principle, virtual displacement      251
Variational problem      43
Variational quantum Monte Carlo method      26
Variational virtual displacement principle      251
VAX      317
Vector computing      315
Vein      114
Velocity, atom      102
Velocity, field      103
Velocity, gradient tensor      260
Verlet method      33 38 52 87 101
Vertex model      5 9 25 115 118 239
Vertex model, application      241 ff
Vertex model, bulging phenomena      241
Vertex model, continuous grain growth      241
Vertex model, continuous recrystallization      241
Vertex model, crystal recovery      241
Vertex model, discontinuous grain growth      241
Vertex model, examples      242 ff
Vertex model, incipient stages of discontinuous recrystallization      241
Vertex model, low-cycle fatigue deformation      241
Vertex model, nucleation      241
Vertex model, subgrain growth      241
Vertex model, superplastic deformation      241
Very large-scale integration      316
Virtual displacement principle      43 251
Viscoplastic deformation      270 ff 272
Viscoplastic dislocation dynamics      164
Viscoplastic dynamics      118
Viscoplastic flow      120
Viscoplastic model      290 298
Viscous dislocation dynamics      164
Viscous dynamics      118 120
Viscous flow      120
VLSI      316
Voigt model      9 267 273
Volterra model, D.      136
Volume, dilatation      261
Volume, of simulation box      100
von Neumann configuration      64 ff 206 317
Voronoi topology      118
Water      89
Wave equation      32 ff 49 252
Wave function      87 95
Wave mechanics      95
Weak pseudopotential      90
Weight distribution function      58
Weighted integration      71 ff
Weighting function      44 71 319
Wigner — Seitz topology      118
Workstation      88
Yield surface      126 257 270
Zener anisotropy ratio      131
Zustandsintegral      58 60
1 2 3 4 5 6 7 8
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