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

Главная Ex Libris Книги Журналы Статьи Серии Каталог Wanted Загрузка ХудЛит Справка Поиск по индексам Поиск Форум

Авторизация

Поиск по указателям

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

Обсудите книгу на научном форуме

Нашли опечатку?
Выделите ее мышкой и нажмите Ctrl+Enter

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

Eigenvalues for rectangular membrane      754
Eigenvalues Fredholm method for      1018—1026
Eigenvalues in abstract vector space      771
Eigenvalues iteration-perturbation method for      1001 1010 1162
Eigenvalues lower bounds for      1144 1146 1152
Eigenvalues lowest      721 724 775
Eigenvalues reality of      728
Eigenvalues variation-iteration method for      1026—1032 1137—1146
Eigenvalues WKBJ approximation for      1099 1101
Eigenvalues, variation principle for      737 1108—1123
Eigenvalues, variation principle for higher      1153
Eigenvalues, vectors      1772
Eigenvalues, vectors completeness of      1777
Eigenvalues, vectors expansion of Green’s function      1777
Eigenvalues, vectors for circular cylinder coordinates      1797
Eigenvalues, vectors for rectangular coordinates      1773
Eigenvalues, vectors for spherical coordinates      1800
Eigenvalues, vectors for spherical coordinates, table      1898—1901
Eigenvalues, vectors for spheroidal coordinates      1891 1893
Eigenvectors      78
Eigenvectors and eigenfunctions      717
Eigenvectors and transformation function      236
Eigenvectors completeness      718 777
Eigenvectors for coordinate operator      235
Eigenvectors for harmonic oscillator      246
Eigenvectors for Hermitian operators      774
Eigenvectors for momentum operator      239
Eigenvectors for unit-shift operator      133
Eigenvectors Green’s operator, expansion of      883
Eigenvectors normalization      236
Eigenvectors operator equation for      78 718 774
Eigenvectors variational principle      774
Elastic components      73
Elastic deformation      66—73
Elastic deformation and strain      68
Elastic deformation and stress      70
Elastic deformation and stress-strain relations      71
Elastic media variational principle for      322
Elastic media, table      345
Elastic tubes      1459
Elastic waves      142—151
Elastic waves along bar      1839
Elastic waves elongational      1842
Elastic waves forced motion of      1844
Elastic waves Green’s function for      1783
Elastic waves impedance for      151
Elastic waves intensity of      151
Elastic waves longitudinal      142
Elastic waves plane      323 1813
Elastic waves plane impedance dyadic for      325
Elastic waves reflection of      1814 1818
Elastic waves shear      143 147
Elastic waves strain and stress of      149
Elastic waves transverse      143 147
Elastic waves vector      147
Elastically braced string      138
Elastically braced string forced motion of      140
Elastically braced string wave impedance      141 (see also “Klein — Gordon equation”)
Elasticity biharmonic equation      1786
Elasticity compatibility equation      1787
Elasticity distortion of a sphere      1807
Elasticity stress function      1786
Elasticity stress in sphere      1816
Elasticity, static      1786
Elasticity, static, equation for      1791
Electric dipole from vibrating currents      1875
Electric dipole radiation from      1868
Electric dipole radiation from energy of      1880
Electric dipole static      1276—1283
Electric dipole, induced      1886
electric field      210 (see also “Electromagnetic field”)
Electric multiple and currents      1878
Electric multiple energy of      1880
Electric multiple static      1276—1283
Electric multiple, radiation from      1869
Electric waves, transverse      see “Transverse electric waves”
electromagnetic field      200—222 326—335
Electromagnetic field admittance dyadic for      334
Electromagnetic field and Ampere circuital law      204
Electromagnetic field and Faraday’s law      205
Electromagnetic field and gauge      207 332
Electromagnetic field and Lorentz transformation      208
Electromagnetic field and Maxwell equations      204
Electromagnetic field angular-momentum density of      331
Electromagnetic field boundary conditions for      217
Electromagnetic field canonical momentum of      328
Electromagnetic field current for, four-vector      208
Electromagnetic field divergence condition for      326
Electromagnetic field energy of      215 328
Electromagnetic field field momentum density      330
Electromagnetic field Hamilton’s canonical equation for      328
Electromagnetic field Lagrange density for      327
Electromagnetic field of moving charge      212 841
Electromagnetic field potentials for vector for      203 205
Electromagnetic field potentials for wave equation for      205
Electromagnetic field potentials for, four-vector      208 326
Electromagnetic field Poynting vector      215 331
Electromagnetic field stress-energy tensor      216 328
Electromagnetic field stress-energy tensor symmetrization of      339
Electromagnetic field tables of properties      272 346
Electromagnetic field variational principle for      327
Electromagnetic plane waves      334 1812
Electromagnetic plane waves admittance dyadic for      333
Electromagnetic plane waves reflection of, from plane      1813
Electromagnetic plane waves scattering of by sphere      1886
Electromagnetic plane waves scattering of by strip      1428
Electromagnetic plane waves scattering of, by cylinder      1862
Electromagnetic radiation      see “Radiation”
Electromagnetic resonators      see “Resonators”
Electromagnetic spherical waves      1864—1867
Electromagnetic spherical waves Green’s expansion in      1874
Electromagnetic spherical waves, table      1898—1901
Electromagnetic waves      206 1812—1901
Electromagnetic waves and retardation      206
Electromagnetic waves and spherical coordinates      1865—1889
Electromagnetic waves and spheroidal coordinates      1891 1892
Electromagnetic waves generation of      1826 1868 1879
Electromagnetic waves Green’s function for      1823 1850 1872 1874
Electromagnetic waves impedance and      1814 1822 1833 1862 1868
Electromagnetic waves in rectangular coordinates      1773 1819 1821 1849
Electromagnetic waves in resonators      1849 1859 1870
Electromagnetic waves long-wavelength approximation      1862 1877 1884—1889
Electromagnetic waves multipoles and      1867—1881
Electromagnetic waves scattering of      1862 1882 1886
Electromagnetic waves transverse      206 1819—1833
Electromagnetic waves, effects of finite conductivity      1828 1830 1851
Electrostatics      200—202
Electrostatics and complex variables      352—356 379 443 1218
Electrostatics and potential between sphere and plane      1299
Electrostatics and potential between spheres, off-center      1272
Electrostatics and potential between spheroid and sphere      1289
Electrostatics and potential between strip and semi-infinite plane      1208
Electrostatics and potential between strip, and elliptic cylinder      1196
Electrostatics and potential between two planes      1176
Electrostatics and potential between wire and plane      1182
Electrostatics and potential between wire, and elliptic cylinder      1203
Electrostatics and potential for elbow bend      1250
Electrostatics and potential for ellipsoid      1308
Electrostatics and potential for parallel plate condenser      1244
Electrostatics and potential for plane      812
Electrostatics and potential for prisms      1243
Electrostatics and potential for prolate spheroid      1285
Electrostatics and potential for rectangle      1251
Electrostatics and potential for slotted cylinder      1192 1206
Electrostatics and potential for sphere      1265
Electrostatics and potential for spherical shell with hole      1283
Electrostatics and potential for torus      1304
Electrostatics and potential of line sources      1231—1243
Electrostatics and potential of line sources and cylinder      1189
Electrostatics and potential of line sources between cylinders, concentric      1242

Electrostatics and potential of line sources between parallel plates      1241
Electrostatics and potential of line sources circular array      1234
Electrostatics and potential of line sources inside rectangular prism      1243
Electrostatics and potential of line sources linear array of      1235
Electrostatics and potential of line sources two-dimensional array      1238
Electrostatics and potential, between circular cylinders      1210
Electrostatics of charged disks      1266
Electrostatics of charged spherical caps      1269
Electrostatics of charged wire in sphere      1275
Electrostatics variational principles for      1108
Ellipse, waves inside      757 1419
Ellipsoidal coordinates      511
Ellipsoidal coordinates and Lame’s equation      1305
Ellipsoidal coordinates and Laplace equation      1304—1308
Ellipsoidal coordinates and separability      511
Ellipsoidal coordinates degenerate forms of      513
Ellipsoidal coordinates table      663
Ellipsoidal harmonics      1306—1309
Ellipsoidal harmonics integral equation for      1309
Elliptic coordinates and Laplace equation      1195—1206
Elliptic coordinates and Laplace equation and electrostatic field between strip and elliptic cylinder      1196
Elliptic coordinates and Laplace equation and elliptic cylinder in uniform field      1199
Elliptic coordinates and Laplace equation and flow past elliptic cylinder      1199
Elliptic coordinates and Laplace equation and fluid flow through slit      1196
Elliptic coordinates and Laplace equation Green’s functions for      1202
Elliptic coordinates and wave equation      1407—1432
Elliptic coordinates and wave equation and Mathieu functions      1408
Elliptic coordinates and wave equation and separation of coordinates      502 514
Elliptic coordinates and wave equation and separation of coordinates, table      657
Elliptic coordinates and wave equation diffraction through slit and      1430
Elliptic coordinates and wave equation Green’s function for      1421
Elliptic coordinates and wave equation plane-wave expansion in      1422
Elliptic coordinates and wave equation radial functions for      1410
Elliptic coordinates and wave equation radiation from strip and      1423 1425
Elliptic coordinates and wave equation scattering from strip and      1428
Elliptic coordinates and wave equation waves inside ellipse      1419
Elliptic equations      688
Elliptic equations and Cauchy conditions      689 702
Elliptic equations and complex variables      688
Elliptic equations and Dirichlet conditions      696 703
Elliptic equations and Neumann conditions      698 703
Elliptic equations, difference equation for      695
Elliptic equations, normal form of      688
Elliptic functions      428—433
Elliptic functions and line sources, two-dimensional array of      1238
Elliptic functions and Mathieu functions      1418
Elliptic functions and method of images      1240
Elliptic functions and potential inside rectangle      1251
Elliptic functions table of properties      486—490
Elliptic integrals and Mathieu functions      1414
Elongational waves      1842
Emission, diffuse      1618 1624
Energy density for Dirac equation      336
Energy density for elastic media isotropic      150 322
Energy density for elastic media, anisotropic      325
Energy density for electromagnetic field      328
Energy density for fields      304
Energy density for fields for vector field      319
Energy density for fields, for string      126 304
Energy density for Klein — Gordon equation      317
Energy density for Schroedinger equation      315
Energy density for sound      312
Energy levels for harmonic oscillator three-dimensional      1662
Energy levels for harmonic oscillator, one-dimensional      246 1641
Energy levels for hydrogenic atoms      1663
Energy levels variational principle for      1114 (see also “Eigenvalues”)
Energy levels, for coulomb potential      632 1663
Energy loss in duct      1830
Energy loss in resonator      1851
Energy loss in scattering by cylinder      1864
Energy loss in scattering by sphere      1885
Energy loss on collision      see “Collision”
Energy relativistic      97
Energy uncertainty principle for      247
Energy, radiated by multipoles      1880
Ensemble of scatterers      1494
Ensemble of scatterers air bubbles In water      1498
Entire function      see “Integral functions”
Equation of continuity      see “Continuity”
Equation of motion Hamilton’s      283
Equation of motion Heisenberg      87
Equation of motion Lagrange      281
Equation of physics      see “Integral equations”; “Partial differential equations of physics”
Equation of state      176
Essential singularity      380 481
Euler angles      28 62
Euler equation      276—280 318 342
Euler transform as kernel for integral representations      585
Euler transform as kernel for integral representations and hypergeometric function      588
Euler transform as kernel for integral representations and Legendre functions      595
Euler transform as kernel for integral representations bilinear concomitant for      587
Euler transform as kernel for integral representations modulation factor for      587
Euler — Mascheroni constant      422
Euler’s algorithm      395 482
Euler’s algorithm and application to hypergeometric series      397
Euler’s algorithm generalization of      396
Exchange charge density      1741
Exchange scattering      1742
Excitation of resonator by current      1853
Excitation of resonator by wave guide      1855
Expansion factor for dyadic      55 60
Expansions simple      68
Expansions, of kernels, finite      956
Expansive friction      159
expectation values      232 238 1639
Exponential horn      1354
Exponential integral      434
Exponential integral generalized      1617
Exponential potential in quantum mechanics      1670
Exponential potential in quantum mechanics variational calculation of energy levels for      1696
Exponential potential in quantum mechanics variational method for scattering from      1702
Exponential potential in quantum mechanics, Born approximation for      1695
Exponential potential in quantum mechanics, scattering from      1687
Exponential potential in quantum mechanics, variation-iteration method for energy levels for      1700
Extinction cross section      1488
Extrapolation method in variation-iteration method      1143
Factorable kennels      956
Factorization in Wiener — Hopf method      979
Factorization in Wiener — Hopf method, general method for      987
Factorization in Wiener — Hopf method, illustration      981 982 1526 1535
Factorization of Sturm — Louville equation      729—736
Factorization of Sturm — Louville equation and Gegenbauer polynomials      731
Factorization of Sturm — Louville equation and harmonic oscillator      246 729
Factorization of Sturm — Louville equation and recurrence relations      735
Factorization of Sturm — Louville equation tabulation of method and results      788
Faltung theorem and kernels of form       964 972
Faltung theorem for Fourier transforms      464 483
Faltung theorem for Laplace transforms      468 484
Faltung theorem for Mellin transforms      470 485
Faraday’s law of electric induction      205
Feenberg perturbation formula      1010—1018
Feenberg perturbation formula application to Mathieu equation      1017
Feenberg perturbation formula convergence of      1015
Feenberg perturbation formula table      1163
Feenberg perturbation formula with nonorthogonal functions      1035
Field impedance      1394
Field impedance due to currents      1788 1791 1798 1803
Field impedance due to dipoles      1276 1868—1878
Field impedance of charge, moving      212 841
Field intensity      320
Field intensity for diffusion equation      344
Field intensity for Dirac equation      336 346
Field intensity for elastic media      151 322 325 345
Field intensity for electromagnetic field      215 331 346
Field intensity for fluid      309 312 343
Field intensity for Klein — Gordon equation      317 345
Field intensity for Schroedinger equation      316 344
Field intensity for string      126 305 343
Field intensity in tables      341—345
Field momentum density      320

1 2 3 4 5 6 7 8 9 10 11 12 13

О проекте