Morse P., Feshbach H. — Methods of Theoretical Physics (part 1) :: Электронная библиотека попечительского совета мехмата МГУ

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Morse P., Feshbach H. — Methods of Theoretical Physics (part 1)

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Название: Methods of Theoretical Physics (part 1)

Авторы: Morse P., Feshbach H.

Язык:

Рубрика: Физика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1953

Количество страниц: 997

Добавлена в каталог: 16.04.2007

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID

Предметный указатель

Vector Helmholtz equation in cylindrical coordinate      1823
Vector Helmholtz equation in rectangular coordinates      1773 1849
Vector Helmholtz equation in spherical coordinates      1864—1891
Vector Helmholtz equation in spheroidal coordinates      1892
Vector Helmholtz equation inhomogeneous, solution of      1770
Vector Helmholtz equation plane wave, reflection of      1812
Vector Helmholtz equation radiation      1427 1867 1875—1882
Vector Helmholtz equation separability of      1764
Vector Helmholtz equation tangential solution      1766
Vector Helmholtz equation variational principle      1895 1898
Vector Laplace equation      1784
Vector Laplace equation and biharmonic equation      1786
Vector Laplace equation currents, fields due to      1791
Vector Laplace equation for incompressible viscous flow      1792
Vector Laplace equation Green’s dyadic for      1798
Vector Laplace equation Green’s function for      see “Green’s function”
Vector Laplace equation in polar coordinates      1795
Vector Laplace equation in spherical coordinates      1799
Vector Laplace equation two-dimensional      1793
Vector operator, dyadic as      55
Vector Poisson equation      1791
Vector Poisson equation for incompressible viscous flow      1792
Vector potential      53
Vector potential for elasticity      144 147
Vector potential for electromagnetic fields      205 1763
Vector potential for fluid motion      162
Vector potential for magnetic fields      203 1763 1791 1798 1803
Vector space, complex      81 (see also “Abstract vector space”)
Vector wave equation      206 1762—1784 1789—1791 1812—1891
Vector wave equation boundary conditions for      1760 1768 1814
Vector wave equation dyadic impedance for      1815
Vector wave equation Green’s functions for      1789
Vector wave equation integral representation for      148 (see also “Elastic waves”; “Electromagnetic waves”; “Vector Helmholtz equation”)
Vectors      8
Vectors and complex numbers      351
Vectors and spinors      101
Vectors axial      10 29 42 46
Vectors contravarient      30 44
Vectors covarient      30 44
Vectors cross product of      10
Vectors four-      96
Vectors four- for currents      208
Vectors four- for momentum      97
Vectors four- potential      208 326
Vectors four- pseudo      209
Vectors rotation of, dyadic      66
Vectors scalar product      10
Vectors scalar product triple      11
Vectors sum of gradient and curl      52
Vectors transformation      29
Velocity amplitude      128
Velocity density for Dirac equation      261
Velocity potential      153 307
Velocity potential and compressible flow      167
Velocity potential and Laplace equation      155
Velocity potential and wave equation      162 (see also “Fluid flow”)
Velocity wave for elastic waves      142 143
Velocity wave for electromagnetic waves      206
Velocity wave for Klein — Gordon equation      140
Velocity wave for sound waves      163
Velocity wave for waves on string      124
Velocity wave, dispersion of      140 1820
Vibration      see “Helmholtz equation”; “Membrane”; “String”; “Vector Helmholtz equation”; “Vector wave equation”; “Wave equation”
Virtual levels      1657 1685
Virtual levels and convergence of perturbation method for scattering      1074
viscosity      159—163
Viscosity and expansion friction      159
Viscosity and Reynolds number      1795
Viscosity and vector diffusion equation      163
Viscosity and wave equation      160
Viscosity coefficient of      159 160
Viscous flow, three-dimensional      1792
Viscous flow, three-dimensional between spheres, concentric      1805
Viscous flow, three-dimensional past sphere      1806
Viscous flow, three-dimensional past sphere and Stokes’ law      1807
Viscous flow, three-dimensional through duct nonstationary      1848
Viscous flow, three-dimensional through duct rectangular      1794
Viscous flow, three-dimensional through duct, circular      1795
Viscous flow, two-dimensional      1185
Viscous flow, two-dimensional and Cauchy — Riemann conditions      1186
Viscous flow, two-dimensional between cylinders, two      1225 1233
Viscous flow, two-dimensional between planes, parallel      1186
Viscous flow, two-dimensional between planes, parallel tilted      1187
Viscous flow, two-dimensional through slit      1197 1795
Volterra integral equation      905 907 920 972 992 995
Volterra integral equation and Laplace transform      972
Volume element      27
Volume perturbation      1000 (see also “Perturbation methods”; “Variational methods”)
Vortex line      19 1231

Vorticity vector      41 153 1185—1188
Wave equation      98
Wave equation for elastic wave      142
Wave equation for electromagnetic waves      206
Wave equation for sound waves      162
Wave equation for string      124 140
Wave equation for transmission line      219
Wave equation scalar      1331—1583
Wave equation scalar and Cauchy conditions      683 704
Wave equation scalar and Dirichlet conditions      686 704
Wave equation scalar and elliptic coordinates      1407
Wave equation scalar and hyperbolic equations      685
Wave equation scalar and parabolic coordinates      1398
Wave equation scalar and polar coordinates      1371
Wave equation scalar and rectangular coordinates      1364 1434
Wave equation scalar and spherical coordinates      1462
Wave equation scalar and spheroidal waves      1502 1512
Wave equation scalar difference equation for      695 703
Wave equation scalar Green’s function for      834—857
Wave equation scalar impedance for      310
Wave equation scalar initial-value problems, solution of      843—847
Wave equation scalar retarded solution of      206 840 873
Wave equation scalar variational principle      306 309
Wave front      145
Wave function, adjoint      1129 1131 1135
Wave generation of electromagnetic waves in duct      1826
Wave guide      see “Ducts”
Wave impedance      128 141 220 310
Wave momentum      306 (see also “Field momentum density”)
Wave stress      306
wave velocity      see “Velocity wave”
Wavelength for particle wave      225
Wavelength limit, long-, for radiation      1375 1478
Wavelength limit, long-, for scattering      1085 1380 1484
Wavelength limit, short-, for radiation      1375 1478 1537
Wavelength limit, short-, for scattering      1092 1380 1484 1551
Waves in several dimensions      686
Waves in three dimensions      144 (see also “Elastic waves”; “Electromagnetic waves”; “Longitudinal waves”; “Plane waves”; “Sound waves”; “Specific transverse waves”)
Waves shape change of      145 687 844—847
Waves shock      168
Weber functions      1403
Weber functions and Fresnel integrals      1405
Weber functions and harmonic oscillator      1641
Weber functions and Hermite polynomials      1405
Weber functions table of properties      1565
Weierstrass elliptic functions      429
Weighted string      131—134
Whittaker functions      612 672
Width, absorption      1864
Width, effective      1379
Width, scattering      1864
Width, total      1864
Wiener — Hopf method      978
Wiener — Hopf method and termination of duct      1529
Wiener — Hopf method factorization and      979 987
Wiener — Hopf method illustrations      981—990
Wiener — Hopf method inhomogeneous form of      990
Wiener — Hopf method Milne equation and      182 985 1625
Wiener — Hopf method reflection in lined duct      1522
WKBJ method      1092—1106
WKBJ method and integral equations      1094
WKBJ method and turning points, classical      1093
WKBJ method and turning points, closely spaced      1103
WKBJ method and turning points, widely spaced      1095
WKBJ method connection formulas      1096—1098
WKBJ method extension by Imai      1162
WKBJ method for bound systems      1098
WKBJ method for Mathieu functions      1414
WKBJ method for penetration through potential barriers      1099
WKBJ method for radial equations      1101
World line      93
wronskian      524
Wronskian evaluation of      827
Wronskian for Bessel functions      1564
Wronskian for Bessel functions spherical      1484
Wronskian for confluent hypergeomctric function      613
Wronskian for Legendre functions      599 1328
Wronskian for Mathieu functions, radial      640 1571 1572
Wronskian for spheroidal functions      1578
Wronskian for toroidal harmonics      1330
Wronskian for Weber functions      1567
Young’s modulus      72 1843
Yukawa potential, Born approximation for scattering      1082 1707
Zeros of Bessel functions      1565 1576
Zeros of elliptic functions      428
Zonal harmonics      1264
Zonal harmonics table of properties      1326
Zonal harmonics table of values      1920
Zonal vector harmonics, table of properties      1900

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