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



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Íàçâàíèå: Methods of Theoretical Physics (part 1)

Àâòîðû: Morse P., Feshbach H.

ßçûê: en

Ðóáðèêà: Ôèçèêà/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

ed2k: ed2k stats

Ãîä èçäàíèÿ: 1953

Êîëè÷åñòâî ñòðàíèö: 997

Äîáàâëåíà â êàòàëîã: 16.04.2007

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
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Ïðåäìåòíûé óêàçàòåëü
String, flexible variational principle for      302 343
String, flexible vibrating      124—142 302—306 1335—1349
String, flexible vibrating and Fourier series      135
String, flexible vibrating energy flow in      127 305
String, flexible vibrating energy of      126 305
String, flexible vibrating equation of      124 125 304
String, flexible vibrating forced motion of      129
String, flexible vibrating Green’s function for      125 1336
String, flexible vibrating impedance, effective      128
String, flexible vibrating in sphere      1472
String, flexible vibrating Lagrange density for      302
String, flexible vibrating momentum density, canonical      304
String, flexible vibrating reflection coefficient for      130
String, flexible vibrating standing-wave ratio      130
String, flexible vibrating stress-energy tensor      305
String, flexible vibrating transient response      131 1333—1343
String, flexible vibrating with elastic support      1343
String, flexible vibrating with friction      137 1335 134J
String, flexible vibrating with movable supports      1359
String, flexible vibrating with nonrigid supports      1344 1359
String, flexible wave momentum      306
String, flexible wave momentum stress      306
String, flexible wave momentum velocity      124
String, flexible weighted      131
String, flexible weighted and limit to continuous string      134
String, flexible weighted normal modes      134
String, flexible weighted operator equation for      131
Strips inside rectangular enclosure      1435
Strips inside rectangular enclosure radiation from      1423
Strips inside rectangular enclosure radiation from carrying current      1425
Strips inside rectangular enclosure scattering by      1428
Strips inside rectangular enclosure scattering by variational method      1549
Structure factor      1691 1742
Struve function      1324
Sturm — Liouville equation      719—748
Sturm — Liouville equation asymptotic formulas for      739
Sturm — Liouville equation density function for      728
Sturm — Liouville equation eigenfunction series for      726
Sturm — Liouville equation eigenfunction series for and Fourier series      743
Sturm — Liouville equation, eigenvalues of      721—724
Sturm — Liouville equation, factorization of      729 788—790
Sturm — Liouville equation, Green’s function for      832
Sturm — Liouville equation, normalization of      728
Sturm — Liouville equation, orthogonality of      727
Sturm — Liouville equation, oscillation theorems for      721 724
Sturm — Liouville equation, self-adjoint      720
Sturm — Liouville equation, variational principle for      736
Subsonic flow      165
Sum rule, matrix      1742
Summation of series      413
Supersonic flow      161 165—171
Supporting curve      677
Supports of string, movable      1359
Supports of string, nonrigid      1344
Surface charge and boundary conditions      795 807
Surface heating, transient, of slab      1585
Surface integral      16
Surface perturbations      999 1038—1064
Surface waves for two-particle Schroedinger equation      1712 1728
Surface-charge density      218
Surfaces, equipotential      14
Surfaces, equipotential isotimic      5
Surfaces, equipotential Riemann      401
Susceptance      300
Susceptance matrix      1370
Symmetric dyadic      58
Symmetric dyadic eigenvalue problem for      59
Symmetric kernel      908 912 992
Symmetric kernel and self-adjoint operators      908
Symmetrization of stress-energy tensor      338
Tan z, expansion in partial fractions      384
Tan z, expansion in partial fractions, tables of values      1913—1917
Tangential solution of vector Helmholtz equation      1766
Taylor series      375
Taylor series analytic continuation of      377
Taylor series radius of convergence      376—377 (see also “Power series”)
Telegraphist’s equation      865
Telegraphist’s equation Green’s function for      866
Telegraphist’s equation initial value problem      868
Tension      70
Tensors      44—54
Tensors and dyadics      54
Tensors electromagnetic field      209
Tensors types      46 55
Tensors, vector operators as      50—51 (see also “Strain”; “Stress”; “Stress-energy tensor”)
Tetradics      72
Theta functions      430—433
Theta functions and Mathieu functions      1417
Theta functions table of properties      489
Three-particle problem in quantum mechanics      see “Two-particle problems in quantum mechanics”
Time dependence of operators      85 249
Time in quantum mechanics      247—254
Time, as parameter      247 248
Time, proper      93
Time, uncertainty principle for      247
Time-dependent Hamiltonian      251
Time-dependent Schroedinger equation      251
Toroidal coordinates      522 666
Toroidal coordinates and Laplace equation      1301
Toroidal coordinates and Laplace equation Green’s function for      1304
Toroidal coordinates and separability      522
Toroidal harmonics      1302 1329
Toroidal harmonics table of properties      1329
Toroidal harmonics table of values      1923
Torsional admittance      1846
Torsional waves, along bar      1841
Torsional waves, along bar forced motion of      1844
Torsional waves, on sphere      1872
Total cross section      181
Total cross section and forward scattering      1069 1546
Tractions on surface of cylinder      1841
Tractions on surface of sphere      1808 1810 1872
Transfer impedance      285
Transformation and conjugate variables      287
Transformation function in quantum theory      236—239
Transformation function in quantum theory equation for      238 239
Transformation function in quantum theory for vibrating string      135
Transformation Maggi      1552
Transformation of operators      85
Transformation Schwarz — Christoffel      446—451 1244—1251
Transformation unitary      86
Transformation, canonical      287
Transformation, conformal      see “Conformal mapping”
Transforms and integral equation      942 960
Transforms, generalization of      943
Transient heating of slab      1585 1590
Transient membrane motion      851
Transients      1333—1343
Transients and Fouiier integrals      131 1333
Transients in ducts      1441
Transients, for vibrating string      131 (see also “Initial-value problems”)
Transmission      see “Reflection”
transmission line      218
Transmission line characteristic impedance for      220
Transport cross section      188
Transport equation      187 897 1607 1632 1635
Transverse components of vector field      1761—1763
Transverse components of vector field curvilinear coordinated      1764
Transverse eigenfunctions, vector for circular cylindrical coordinates      1797
Transverse eigenfunctions, vector for rectangular coordinates      1774
Transverse eigenfunctions, vector for spherical coordinates      1801 1866
Transverse elastic waves      143 147 1813
Transverse elastic waves impedance of medium      151
Transverse elastic waves in curvilinear coordinates      1840
Transverse elastic waves reflection of      1814
Transverse elastic waves stresses caused by      149 1813
Transverse electric waves in duct      1819
Transverse electric waves in duct attenuation of      1831
Transverse electric waves in duct dispersion of      1820
Transverse electric waves in duct effective impedance for      1822 1833
Transverse electric waves in duct Q of      1852
Transverse electromagnetic waves      206 211 1812 1819
Transverse Green’s dyadic      1779 1875
Transverse Green’s dyadic expansion for      1782
Transverse magnetic waves in duct      1822
Transverse magnetic waves in duct attenuation of      1831
Transverse magnetic waves in duct effective impedance for      1823 1833
Transverse magnetic waves in duct Q of      1852
Trial functions      1107 1117
Trigonometric functions      1320
Trigonometric functions table of values      1913
Triode      1234
Triple product, scalar      11
Tschebyscheff functions      544 549
Tschebyscheff functions and Gegenbauer functions      604 782
Tschebyscheff functions andLegendre functions, associated      604
Tschebyscheff functions table of properties      780—783
Tubes      see “Ducts”
Two-particle problems in quantum mechanics      1709—1745
Two-particle problems in quantum mechanics one-dimensional case      1709—1719
Two-particle problems in quantum mechanics one-dimensional case and coupled harmonic oscillator      1718
Two-particle problems in quantum mechanics one-dimensional case and partly bound states      1713
Two-particle problems in quantum mechanics one-dimensional case Green’s functions for      1711
Two-particle problems in quantum mechanics parity and      1723
Two-particle problems in quantum mechanics parity particle exchange and      1742
Two-particle problems in quantum mechanics parity scattering in      1738
Two-particle problems in quantum mechanics parity scattering in inelastic      1740
Two-particle problems in quantum mechanics symmetrization of wave function      1724
Two-particle problems in quantum mechanics three-dimensional case      1720—1745
Two-particle problems in quantum mechanics three-dimensional case and angular momentum      1720—1723
Two-particle problems in quantum mechanics three-dimensional case bound, free, and surface states for      1728 1734
Two-particle problems in quantum mechanics three-dimensional case Green’s function for      1730
Two-particle problems in quantum mechanics, three-dimensional case, Hylleraas coordinates for      1737
Uncertainty principle in quantum theory      80 88 226
Uncertainty principle in quantum theory for conjugate variables      230
Uncertainty principle in quantum theory for energy and time      247
Uncertainty principle in quantum theory for harmonic oscillator      246
Uniform field circular cylinder in      1184
Uniform field dielectric sphere in      1266
Uniform field elliptic cylinder in      1199
Uniform field oblate spheroid in      1293
Uniform field prolate spheroid in      1286
Uniform field sphere in      1266
Uniform field two cylinders in      1211
Uniform field two spheres in      1300
Unit cell for doubly periodic functions      427
Unit shift operator      132
Unit step function      123 840
Unit step function integral representation      415
Unitary dyadic      61
Unitary operator      84
Variables conjugate      287
Variables quantum, average value      232 238
Variables quantum, commutation rules      238
Variables quantum, conjugate      229
Variables quantum, independent      233
Variables, complex      see “Complex variable”
Variation-iteration (V-I) method      1026—1032 1137—1146 1149—1152 11C5
Variation-iteration (V-I) method convergence of      1028 1140
Variation-iteration (V-I) method extrapolation method for      1143
Variation-iteration (V-I) method for circular membrane      1149
Variation-iteration (V-I) method for lower bounds for eigenvalues      1144 1152
Variation-iteration (V-I) method for Schroedinger equation      see “Schroedinger equation”
Variation-iteration (V-I) method in quantum mechanics      1698
Variation-iteration (V-I) method in quantum mechanics for exponential potential      1700
Variation-iteration (V-I) method in quantum mechanics for scattering      1704
Variation-iteration (V-I) method inequalities for eigenvalues for      1139 1150
Variation-iteration (V-I) method Mathieu equation, application      1031
Variation-iteration (V-I) method minimized iterations and      1155
Variation-iteration (V-I) method with nonorthogonal functions      1037
Variational integral      276 342
Variational integral and Euler equations      277
Variational integral and Lagrange density      276
Variational methods for distribution functions      1628
Variational methods for ducts      1517
Variational methods for ducts for transmission coefficient      1128
Variational methods for eigenvalues      1106—1158
Variational methods for eigenvalues and perturbation theory      1119
Variational methods for eigenvalues for bound states      1114 1117
Variational methods for eigenvalues for bound states for exponential potential      1696
Variational methods for eigenvalues for bound states for helium atom      1734
Variational methods for eigenvalues for boundary perturbations      1131—1134 1166
Variational methods for eigenvalues for electromagnet resonators      1895
Variational methods for eigenvalues for Helmholtz equation      1112
Variational methods for eigenvalues for Hermitian operators      1109
Variational methods for eigenvalues for higher eigenvalues      1153
Variational methods for eigenvalues for integral equations      912 914 993 1120
Variational methods for eigenvalues for lowest eigenvalue      737
Variational methods for eigenvalues Rayleigh — Ritz method      1117
Variational methods for eigenvalues with linear parameters      1116
Variational methods for eigenvalues with linear parameters and secular determinant      1118
Variational methods for eigenvalues with nonlinear parameters      1117
Variational methods for electrostatics      1108
Variational methods for Helmholtz equation      see “Helmholtz equation”
Variational methods for inhomogeneous equations      1111
Variational methods for Laplace equation      1108
Variational methods for radiation problems      1136
Variational methods for scattering      1123 1130
Variational methods for scattering amplitude      1131 1135 1168 1701 1704
Variational methods for scattering for exponential potential      1702
Variational methods for scattering for phase shifts      1123—1128 1160 1701
Variational methods for scattering for transmission coefficient      1128 1157
Variational methods for scattering in quantum mechanics      1123—1131 1135 1168 1170 1695 1701 1704
Variational methods for scattering of electromagnetic waves      1898
Variational methods for Schroedinger equation      see “Schroedinger equation”
Variational methods for sound      1544
Variational methods for sound for hole in infinite plate      1521
Variational methods for sound for strip      1549
Variational methods for two-particle problems      1734
Variational parameters      1107 1116—1118
Variational parameters linear      1116
Variational parameters linear and secular determinant      1118
Variational parameters nonlinear      1117
Variational principles      275—346
Variational principles and auxiliary condition      278
Variational principles for diffusion equation      313
Variational principles for Dirac equation      335
Variational principles for distribution functions      1628
Variational principles for elastic media      322 325
Variational principles for electromagnetic field      327
Variational principles for Helmholtz equations      306 1112
Variational principles for integral equations      912 914 993 1120
Variational principles for Klein — Gordon equation      316
Variational principles for Laplace equation      307
Variational principles for Schroedinger equations      314 344
Variational principles for Sturm — Liouville equation      736
Variational principles for vector field      318
Variational principles for vibrating string      302 343
Variational principles tabulation      341—346
Vector diffusion equation      163 1812
Vector diffusion equation and nonstationary viscous flow      1848
Vector eigenfunctions      see “Eigenfunctions vector”
Vector field, angular-momentum density      321
Vector field, Euler equation      318
Vector field, field intensity      320
Vector field, field momentum density      321
Vector field, stress-energy tensor      319
Vector field, symmetrizution      339
Vector field, tabulation      341—343
Vector field, variational principles for      318
Vector Green’s theorem      1767
Vector harmonics, spherical, table      1898
Vector harmonics, zonal, table      1900
Vector Helmholtz equation      1762—1784 1812—1891
Vector Helmholtz equation and resonators, electromagnetic      1849—1862 1870—1872 1887
Vector Helmholtz equation and scattering      1862—1864 1882—1887 1898
Vector Helmholtz equation ducts, waves in      1819—1839
Vector Helmholtz equation eigenfunctions for      1772
Vector Helmholtz equation Green’s dyadic for      1769 1777 1874
Vector Helmholtz equation Green’s dyadic for longitudinal and transverse      1779
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