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McCormick S.F. — Multilevel Adaptive Methods for Partial Differential Equations |
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Предметный указатель |
Asynchronous fast adaptive composite grid method (AFAC) 24 129—148
BEPS method 24
C-level 74
Coarse grid correction 58
Compatibility condition, analytic 14
Compatibility condition, discrete 30
Composite grid 4 24—27 82
Composite grid harmonic 109
Conservation 14 27—31
Control volume finite element method (CVFE) 9 17
Crank — Nicolson method 41
Delayed correction 90
Direct solver 71 97—100
Discrete ellipticity 48
Domain decomposition 93 134
Error, actual 69
Error, algebraic 65
Error, discretization 44 68
Fast adaptive composite grid method (FAC) 8 81—127
Finite volume element method (FVE) 9 17—55
Finite volume method (FV) 17
Full approximation scheme (FAS) 8 66—68 97
Full multigrid (FMG) 68—72
Galerkin, condition 63 107
Galerkin, nonlinear method 66—68 97
Galerkin, operators 61—66
Galerkin, Petrov — Galerkin 44 62
Gauss divergence theorem 18 32 33 44 149
Gauss — Seidel method 58 92
Grid transfer operator 58
Hierarchical basis method 8
Hypercube 73 141
Immediate correction 89
| INTERFACE 5 95
Interpolation 59
jacobi 134
Level 4
Level of discretization error 7 70
Level partitioning 137
Linear part 65
load balancing 138
Mesh refinement 8 92
Multigrid method (MG) 57—81
Multilevel adaptive techniques, (MLAT) 8
Nested, grids 58
Nested, iteration 97—100
Nested, regions 94
Overlap 6
Parallel complexity 140
Parallelism, horizontal 130
Parallelism, vertical 130
Patch 4
Patch conformity 24
Planar cavity flow 31—36
potential flow 13 14
Preconditioner 91 133
Quasi-quadradic 38
Quasi-regular 5
Restriction 59
Reynolds number 13 31—36
Richardson's iteration 65 117
Schwarz method 93 134
Self-adaptive techniques 101—103
Singular equation 27—31 61—66
Slave point 5
Time-dependent equation 15 40—43 100—101
Variational conditions 107
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