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| Astarita G., Marrucci G. — Principles of Non-Newtonian Fluid Mechanics |
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| Предметный указатель |
Tensor, orthogonal 12 26 28 51 92 95 130 163 164 178
Tensor, positive-definite 92 129
Tensor, principal invariants 18
Tensor, product of, i 1
Tensor, relative 79 80 81 88 92
Tensor, second invariant of 17
Tensor, skew- or antisymmetric 12
Tensor, stretching (see Stretching tensor)
Tensor, symmetric 12 13 70 102 177 216
Tensor, third invariant or determinant of 17—18
Tensor, third-order 22
Tensor, time derivatives of 100
Tensor, trace of 16—17
Tensor, transformation of 91
Tensor, transpose of 11 15
Tensor, vorticity or spin 37
Tensor, zero 10 70
Thermal constitutive equation 145
Thermal energy equation 39
Thermodynamic constitutive equations 149
Thermodynamic equation of state 2—4
Thermodynamics 133—51
Thermodynamics and memory 141—43
Thermodynamics of constant stretch history flows 156
Thermodynamics of purely viscous fluids 150
Thermodynamics of simple fluids with fading memory 146—50
Thermodynamics, classical 133 138 142 148
Thermodynamics, first 38 40 137
Thermodynamics, generalized approach 137
Thermodynamics, irreversible 135
Thermodynamics, laws of 134 135
Thermodynamics, second 48 135 137 139
Thixotropy 63
Time derivatives 64 85 92 93 100 101 215
Time differentiation of relative quantities 86
Time lag 85 86 127
Time lapse 246
Topoiogy 124 125
torque 173
Torsional flow 174
Torsional periodic flow 187
Trace of tensor 16—17
Transformation properties 9
Trouton viscosity 179
Trouton, F. T. 179
Truesdell, C. 46 61 62 95 143 197 207 228
Turbulent flow 243 261—68
Ultman, J. S. 256 258
Unique function. 59
Unit tensor 40 49 69 101
Unit tensor as sum of three dyads 63
Unit tensor components 15
Unit tensor components, contravariant 15
Unit tensor components, covariant 15
Unit tensor components, mixed 15—16
Unit tensor, associated derivatives of. 95
Vector 2 5—9 23
Vector argument 145
Vector as ordered sets of numbers 6
Vector basis 6 16 67
| Vector components 6—9 12 19
Vector components, contravariant 7—9 19
Vector components, covariant 7—9
Vector components, equations of transformation 9
Vector components, gradient of 21
Vector components, physical contravariant 68
Vector components, physical covariam 68
Vector field 19
Vector, basis 66
Vector, contravariant 9
Vector, contravariant derivative of 22
Vector, covariant 9
Vector, covariant derivative of 22
Vector, divergence of 22
Vector, equation of transformation 27
Vector, geometrical 48 49
Vector, gradient of 20
Vector, indifferent 27 28
Vector, Laplacian of 24
Vector, non-indifferent 27
Vector, physical components of 66
Vector, rotation 238
Vector, Scalar product of 9
Vector, stress force 48
Velocity 2 3 19 38
Velocity distribution 72 168 183 184 186 189
Velocity gradient 49 50 87 105
Velocity of a particle 24
Velocity, natural 251—52
Viscoelastic fluids 63
Viscoelastic polymeric systems 212
Viscoelastic, use of term 54
Viscoelasticity, linear 132
Viscoelasticity, non-linear 192
Viscometer 172
Viscometric flow 44 54 107 161 163—77 210 215 216 229 242
Viscometric material functions 163 164 200 203 216 231
Viscometric normal stress coefficients 164
Viscometric normal stress difference 172
viscosity 37 153
Viscosity function, eiongational 179
Viscosity of real fluids 43—45
Viscosity, apparent viscometric 44 45 53 58
Viscosity, complex 159 160 180 181 190 200 205
Viscosity, determination of 153
Viscosity, dynamic 160 205
Viscosity, eiongational 179 200 273
Viscosity, natural 247 248
Viscosity, viscometric 164 172 230 268
Viscosity, zero-shear 230
Vorticity or spin sensor 37
Walters. K. 188
Waves 273—77
Weighed integrals 95
Weighing function. 93 202
Weissenberg number 250
White — Metzner tensor 89 90 96 202 22
White, J. L 241
Williams, M. C 223
Yin, W. L 175
Zapas, L. J. 207 209 229
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