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Kitahara M. — Boundary Integral Equation Methods in Eigenvalue Problems of Elastodynamics and Thin Plates
Kitahara M. — Boundary Integral Equation Methods in Eigenvalue Problems of Elastodynamics  and Thin Plates



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Название: Boundary Integral Equation Methods in Eigenvalue Problems of Elastodynamics and Thin Plates

Автор: Kitahara M.

Аннотация:

Tfhe digital communication industry is an enormous and rapidly growing industry, roughly comparable in size to the computer industry. The objective of this text is to study those aspects of digital communication systems that are unique to those systems. That is, ather than focusing on hardware and software for these systems, which is much like hardware and software for many other kinds of systems, we focus on the fundamental system aspects of modern digital communication.
Digital communication is a field in which theoretical ideas have had an unusually powerful impact on system design and practice. The basis of the theory was developed in 1948 by Claude Shannon, and is called information theory. For the first 25 years or so of its existence, information theory served as a rich source of academic research problems and as a tantalizing suggestion that communication systems could be made more efficient and more reliable by using these approaches. Other than small experiments and a few highly specialized military systems, the theory had little interaction with practice. By the mid 1970’s, however, mainstream systems using information-theoretic ideas began to be widely implemented. The first reason for this was the increasing number of engineers who understood both information theory and communication system practice. The second reason was that the low cost and increasing processing power of digital hardware made it possible to implement the sophisticated algorithms suggested by information theory. The third reason was that the increasing complexity of communication systems required the architectural principles of information theory.


Язык: en

Рубрика: Физика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1985

Количество страниц: 281

Добавлена в каталог: 17.11.2009

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Resonance, problem      133 144 196—197
Resonance, value      139 144 201
Retarded potential technique      1 29
Rieder, G.      1 6 29 38
Rigid body translation      108
Rizzo, F.J.      1 5 6 17 21 27 29 37 38 111
Roach, G.F.      6 55
Sanders, J.L.Jr      217
Sato, K.      240 241 271
Scattered wave      134—135 197
Scattering problem      29 49 52 133
Schenck, H.A.      52 55
Schiffer, M.      215 217
Schweikert, D.G.      29 37
Semi-infinite, boundary      133 135 197 201
Semi-infinite, domain      196
Semi-infinite, stratum      134
Series expansion      226
SH wave      133
Shallow cylindrical shell      209 213
Shape function      107
Shaw, R.P.      1 5 6 7 29 37 38 55 56 103 111 113 132 194 217 230 270 271
shear modulus      133 138—139
Shippy, D.J.      111
Sikarskie, D.L.      230
Simple layer potential      23—24 30—31 63 214
Simple layer potential, integration of      56—58 67—72
Simple layer potential, jump condition of      61 80
Simple layer potential, meaning of density      24
Simple layer potential, property of      23
Simple layer potential, structure of      100
Simple layer potential, tractions by      72—75
Singular, integral      39
Singular, term      222
Singularity method      1 29
slope      214—215 218
Smirnov, V.I.      55
Smith, A.M.O.      5 37
Sneddon, I.N.      6 37
Solenoidal vector      13
Somigliana’s formula      25
Source point      223
Stallybrass, M.P.      55
Starfield, A.M.      5
Stegun, I.A.      217
Stern, M.      218 230
Sternberg, E.      14 17 28
Stokes solution      17
Strain tensor      11
Stress concentration problem      222
Stress tensor      11 72
Struve function      212—213
Subgroup      127
Suhubi, E.S.      11 16 27
Suppiger, E.W.      220 230
Symbol      39
Symm, G.T.      6 7 22 28 37 230
Tai, G.R.C.      1 7 103 113 132
Tavera, G.      54
Taylor, G.I.      240 242 271
Tensor product      13
Time-harmonic      12 207
Tottenham, H.      218 230
Trace      11
Trace, operator      23
Traction, mode      180 185
Traction, operator      13—14 31 51
Traction, vector      13
Traction-tensor      83
Transpose operator      36
Twisting moment      222 224
Unit, normal vector      13 15 104
Unit, tangential vector      209
Unit, tensor      11 69 80
Ursell, F.      53 55
Vekua, I.N.      55 67 103 146 195
Velocity, longitudinal wave      12
Velocity, transverse wave      12
Vivoli, J.      1 7 218 230 231 232 271
Walker, S.      5 37
Walsh, J.      5 54
Watson, G.N.      19 28 63 80 97 98 99 103 132
Watson, J.O.      111 112
Wave number, longitudinal      13 146
Wave number, transverse (shear)      13 134 146
Werner, P.      53 54
Wheeler, L.T.      17 28
Williams, M.L.      259 271
Wong, G.K.K.      2 7 218 231
Wong, J.P.      1 4 113 131
Wu, B.C.      231
1 2
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