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Karman T., Biot A.M. — Mathematical Methods in Engineering
Karman T., Biot A.M. — Mathematical Methods in Engineering



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Íàçâàíèå: Mathematical Methods in Engineering

Àâòîðû: Karman T., Biot A.M.

ßçûê: en

Ðóáðèêà: Òåõíîëîãèÿ/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

ed2k: ed2k stats

Ãîä èçäàíèÿ: 1940

Êîëè÷åñòâî ñòðàíèö: 505

Äîáàâëåíà â êàòàëîã: 26.03.2008

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
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Ïðåäìåòíûé óêàçàòåëü
Double pendulum      204—207
Drag of airplane      144 250
Driving point impedance      371—372
Duhamel's integral      403—405
Dynamic balance, of aileron      228
Dynamic coupling      166
Dynamic spring constant      376—378
Dynamic spring constant of flywheel      456—457
Dynamic stability, of airplane      252—255
Dynamically coupled systems      204—210
Dynamically coupled systems, frequency equation of      208
Elastic axis of airplane wing      221
Elastic foundation, beams on      271—273
Elastic foundation, modulus of      271
Elastic mounting of airplane engine      212
Elastic restoring force      114
Elastic systems, influence coefficient of      190—191
Elastic systems, reciprocity theorem of      191
Elastically supported beam, buckling of      304—306
Elastically supported strings      266—267
Electric circuits, electromagnetic coupling of      372
Electric circuits, impedance of      370—371
Electric circuits, oscillations of      369
Electric coil      229
Electric coil, impedance of      370 374
Electric current, vectorial representation of      369—370
Electric insulators, voltage drop of      451—453
Electric machines, equivalent network of      372 386
Electric machines, load diagram of      370
Electric networks, dissipation function of      232—233
Electric networks, equivalent      229—232
Electric networks, equivalent of electric wave filter      465—466
Electric networks, equivalent of string insulator      452
Electric networks, impedance of      370—372 375—376
Electric networks, ladder type      376—378
Electric networks, Lagrange's equations for      232—233
Electric networks, response of to suddenly applied alternating voltage      433—434
Electric networks, response of to suddenly applied voltage      420—423
Electric transformer, equivalent network of      372 386
Electric wave filter      463—467
Electrical-mechanical analogy      228—233 372—374
Electromagnetic coupling, of electric circuits      372
Electromagnetic coupling, perfect      372
Electromotive force      229—231
Electromotive force vectorial representation of      369—370
Electrostatic energy      232
Elliptic functions, Jacobi's      125—126
Elliptic integrals      118—130
Elliptic integrals of first kind      118 120—126
Elliptic integrals of first kind, complete      126
Elliptic integrals of first kind, Legendre's standard form of      121
Elliptic integrals of first kind, standard form of      123—125
Elliptic integrals of second kind      128—129
Elliptic integrals of second kind, complete      128
Elliptic integrals of third kind      129
Energy, electrostatic      232
Energy, kinetic      90
Energy, kinetic of rigid body      93—94
Energy, law of conservation of      91
Energy, magnetic      232
Energy, method      352—362
Energy, potential      90
Energy, wandering of      170
Envelope of family of curves      13—14
Equation, of curve      475
Equation, of plane      475
Equation, of straight line      476
Equation, of surface      475
Equations of motion, aerial bomb      140—143
Equations of motion, airplane      143—145
Equations of motion, Lagrange's      101—106
Equations of motion, rigid body      82—85
Equations of motion, single mass point      74—77
Equations of motion, system of mass points      77—82
Equilibrium of systems      95—98
Equilibrium, stability of      97—98 164
Equivalent network      229—232
Equivalent network of electric machine      372 386
Equivalent network of transformer      372 386
Euler's equation for motion of rigid body      85
Euler's formula for buckling      299
Expansion f operators in partial fractions      417—420
Expansion theorems of operational calculus      416—420
Exponential functions, with imaginary exponent      25—26
External forces      77—78
Factor, damping      132
Factor, damping, critical      132
Factor, integrating      12
Factor, resonance      134 190 349 351
Factorial function      57
Factorization of algebraic equations      247—248
Finite differences, calculus of      437—439
First integral of differential equations      21—22 113
Flexural rigidity, of beams      269
Flexural rigidity, principal      270
Flight path of airplane      145—150
Flutter of airplane wings      220—228
Flywheel, dynamic spring constant of      456—459
Force, central      77
Force, centrifugal      82 101
Force, conservative      90—91
Force, Coriolis      82 220
Force, damping      218—220
Force, diagram      263
Force, elastic restoring      114 130
Force, external      77—78
Force, generalized      102—103
Force, gyroscopic      220
Force, inertia      98
Force, internal      77—78
Force, nonconservative      91
Force, normal components of      189
Force, periodic, motion of particle under      132—139
Force, restoring      164—165
Force, shear      268
Force, suddenly applied to mechanical system      423—430
Force-displacement impedance      374
Force-velocity, impedance      374
Forced oscillations      133—139 186—191
Forced oscillations of beams      347—352
Forced oscillations of beams, cantilever      294—295
Forced oscillations of elastically restrained mass      379—380
Forced oscillations, damped      137—139
Forced oscillations, undamped      133—136
Forced oscillations, vibrations      133—139 186—191
Fourier coefficients      325—327
Fourier coefficients, complex      385
Fourier coefficients, integral      343—347
Fourier coefficients, integral, applied, to indicial admittance      405—407
Fourier coefficients, integral, applied, to nonperiodic phenomena      388—394
Fourier coefficients, integral, inversion of      390—391
Fourier coefficients, integral, theorem      345
Fourier coefficients, integral, theorem, complex form of      390
Fourier coefficients, integral, transition from Fourier series      389—390
Fourier series      325—335
Fourier series for saw-toothed function      383—384
Fourier series of discontinuous functions      327—330 335
Fourier series, applied to forced vibration of beam      347—352
Fourier series, approximation of arbitrary functions by      330—335
Fourier series, complex form of      384—385
Fourier series, Dirichlet's condition for convergence of      334
Fourier series, transition to Fourier integral      389—390
Frequency equation, of crankshaft      458—461
Frequency equation, of dynamically coupled system      208
Frequency equation, of statically coupled system      171
Frequency equation, solution of, by matrices      196—202
Frequency, cut-off, of wave filters      463—467
Frequency, natural, of coupled masses      168
Frequency, of simple harmonic motion      115
Friction, coefficient of      95
Friction, reactions      95
Function, continuous      472
Function, differentiable      473
Function, multiple-valued      470
Function, single-valued      470
Fundamental mode, of oscillation      169
Fundamental system, of solutions      37
Fundamental tone      285
Generalized coordinate      101
Generalized force      103
Generalized momentum      104—106
Generalized velocity      102
Geometric progression      439
Geometrical constraints      94—97
Governor, stability of      258
Graeffe's method, for algebraic equations      194—196
Graphical methods, for harmonic analysis      388—339
Graphical representation, of bending moments      263 309
Gyroscope      85—89
Gyroscope, applications of      88
Gyroscope, symmetrical      86—89
Gyroscopic force      220
Gyroscopic moment      88—89
Gyroscopic pendulum      242
Hankel functions, of arbitrary order      59
Hankel functions, of imaginary argument      63
Hankel functions, of zero order      54
Harmonic analysis      335—340
Harmonic analysis, graphical methods for      338—339
Harmonic analysis, mechanical methods for      339—340
Harmonic analysis, numerical methods for      336—338
Harmonic components of force      391
Harmonic components, continuous spectrum of      392
Harmonic oscillation of string      284—286
Harmonic oscillation, amplitude of      283
Harmonic oscillation, reduced to statical problem      283—284
Harmonic oscillation, vibration      283
Harmonics      285
Heat exchange, problems of      321—322
Heat transfer, problem from theory of      44
Heaviside operational calculus      409—410
High-pass filter      466—467
Hinge moment      223
Hinged beam, oscillation of      286—288
Hinged support, of beams      269
Hodograph      141—142
Homogeneous boundary conditions      310
Homogeneous boundary conditions, problems of      310
homogeneous differential equations      10 259—260
Homogeneous differential equations, associated      33 35—37
Homogeneous differential equations, characteristic values of      311—317
Homogeneous linear equations      471—472
Hydraulic jump      161
Hyperbolic functions      27—30
Hyperbolic integrals      120
Hyperbolic inverse      120
Identity      470
Imaginary number      469
Imaginary part of complex number      469
Impedance      365 370—378 389—390 405—410
Impedance in parallel      375—376
Impedance in series      375—376
Impedance of capacitor      370 374
Impedance of circuit      370
Impedance of dashpot      373 374
Impedance of electric coil      370 374
Impedance of electric network      370—372 375—376
Impedance of inductance      370
Impedance of mass      373—374
Impedance of mechanical system      373—374 376—378
Impedance of resistor      370 374
Impedance of spring      373—374
Impedance, driving point      371—372
Impedance, force-displacement      374
Impedance, force-velocity      374
Impedance, total      371
Impedance, transfer      372 422—423
Implicit equation      474
Improper integral      392 395 405—407 475
Increment of variable      473
Indefinite integral      474
Indicial admittance      397—434
Indicial admittance of clastieally restrained mass      897—398
Indicial admittance of electric circuit      399—400
Indicial admittance, application of Fourier integrals to      405—407
Indicial admittance, relation of, in response to unit impulse      401—403
Inductance, coefficients      232
Inductance, coefficients of coil      229
Inductance, coefficients, impedance of      370
Inertia parameter      165
Inertia, axis      85 270
Inertia, force      98
Inertia, law of      70
Inertia, moment of      85
Inertia, product of      85
Infinite sequence      470
Infinite series      470
Infinite series, convergence of      470—471
Infinite series, sum of      470
Infinite trigonometric series      471
Influence coefficients of elastic system      190—191
Influence function of strings      265—267
Initial conditions      22
Integer, negative      469
Integral calculus      1
Integral numbers      469
Integral, Bromwich's      405—407
Integral, circular      120
Integral, curve      2
Integral, definite      1 474
Integral, Dirichlet's      395
Integral, Duhamel's      403—405
Integral, elliptic      118—130
Integral, elliptic of first kind      118 120—126
Integral, elliptic of second kind      128—129
Integral, elliptic of third kind      129—130
Integral, equation, Carson's      407—409
Integral, first, of differential equations      21—22 113
Integral, Fourier      343—347
Integral, Fourier, complex form of      390—392
Integral, hyperbolic      120
Integral, improper      475
Integral, improper, principal value of      475
Integral, indefinite      474
Integral, numerical evaluation of      3—6
Integrating factor      12
Internal forces      77—78
Internal reactions      94—95
Inverse circular functions      120
Inverse hyperbolic functions      120
Inversion, of Fourier integral      390—391
Inversion, of power series      293—294
Irrational number      469
Isocline      7
Isocline method      7
Iteration method, for algebraic equations      193—194
Iteration method, for determining characteristic values      313—317
Jacobi's elliptic functions      126
Kepler's first law      77
kinetic energy      90
Kinetic energy of principal oscillations      180—186
Kinetic energy of rigid body      93—94
Ladder-type electric network      376 378
Lagrange's equations      101—106
Lagrange's equations for dissipative systems      220 232
Lagrange's equations for electric networks      232—233
Lagrangian function      106
Laplace transform      409 430—432
Lattice truss, buckling, of      445—451
Law, of action and reaction      71
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