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Prigogine I., Rice S.A. — Advances in chemical physics. Volume 117
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Íàçâàíèå: Advances in chemical physics. Volume 117Àâòîðû: Prigogine I., Rice S.A. Àííîòàöèÿ: Providing the chemical physics field with a forum for critical, authoritative evaluations in every area of the discipline, the latest volume of Advances in Chemical Physics continues to provide significant, up-to-date chapters written by internationally recognized researchers.
This volume is essentially devoted to helping the reader obtain general information about a wide variety of topics in chemical physics. Advances in Chemical Physics, Volume 117 includes chapters addressing laser photoelectron spectroscopy, nonadiabatic transitions due to curve crossings, multidimensional raman spectroscopy, birefringence and dielectric relaxation in strong electric fields, and crossover formulae for Kramers Theory of thermally activated escape rates.
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Resonance-enhanced multiphoton ionization (REMPI) spectroscopy, molecular excited states, sulfur-containing molecules, thiirane 106—108 Resonance-enhanced multiphoton ionization (REMPI) spectroscopy, molecular excited states, three-atomic molecules 82—83 Resonance-enhanced multiphoton ionization (REMPI) spectroscopy, molecular excited states, three-atomic molecules, carbondisulfide molecules, advantages 97 Resonance-enhanced multiphoton ionization (REMPI) spectroscopy, molecular excited states, three-atomic molecules, nitrogen dioxide and carbondisulfide vibronic coupling 86—92 Respaud, M. 674(85) 741(85) 764 Reutt, J.E. 84(207) 123 Rice, S.A. 133(59) 232 Riemann Zeta function, Kramers reaction rate theory, crossover between IHD/VLD regimes, prefactor integral calculations 649—650 Rigatti, G. 439(115) 480 Righini, R. 244(13) 271 Rigid polar molecules, inertial effects, dielectric and birefringence relaxation, free rotational motion equation 419—425 Rigid polar molecules, nonlinear Brownian relaxation, strong electric fields, superimposed ac/dc electric fields 373—382 Rijkenberg, A. 6—7(43) 101—105(43) 118 Rijs, A.M. 83(204) 123 Riley, S.J. 99—100(268—269) 124—125 Ring-puckering isomerization, time-dependent molecular control, Landau — Zener nonadiabatic transition 215—219 Risken, H. 277—278(9) 295—297(9) 304—309(9) 321(9) 373(79) 396(9) 399(9) 401(9) 416(9) 430(9) 460(9) 463(9) 465—466(9) 468(9) 477 479 489(25—26) 493(25—26) 495(25—26) 505(25—26) 511—512(25—26) 547(25—26) 554(25) 571—572(25—26) 575—576(26) 613(25—26) 616—617(25—26) 656(100) 745(25—26) 761(100) 763 765 Rizos, A.K. 245(18) 271 Robie, D.C. 10(80) 119 Robinson, B.J. 35(115) 120 Rodriguez Juiper, E.N. 59(148) 121 Roebber, J.L. 99(274) 125 Rogers, L.J. 72(193) 122 Rosen — Zener — Demkov model, nonadiabatic transition, noncurve crossing 172—175 Rosen — Zener — Demkov model, nonadiabatic transition, time-dependent molecular control 219—224 Rosen — Zener — Demkov model, nonadiabatic transition, time-dependent molecular control, exponential potential models 224—229 Rosen, N. 128(4) 169(4) 230 Rosen, S. 10(66) 119 Rosenberg, B.J. 93(244) 124 Rosmus, P. 93(245—248) 124 Ross, K.J. 86(233) 123 Rosser, K.N. 99(280) 125 Rostas, F. 93(243) 124 Rostas, J. 93(243) 124 Rotation matrix, Kramers reaction rate theory, intermediate-to-high damping (IHD) limit, particle current calculations 587 601—606 Rotational Brownian motion, Kramers reaction rate theory 501—504 Rotational Brownian motion, Kramers reaction rate theory, dielectric relaxation 566—569 Rotational Brownian motion, Kramers reaction rate theory, integral relaxation time 578—579 Rotational Brownian motion, Kramers reaction rate theory, magnetic relaxation, single-domain ferromagnetic particles 561—566 Rotational Brownian motion, Kramers reaction rate theory, magnetocrystalline anisotropy, axially symmetric potentials 570—575 Rotational Brownian motion, Kramers reaction rate theory, mean first passage time escape rate calculation 575—578 Rotational diffusion model, inertial effects, dielectric and birefringence relaxation 416—417 Rotational diffusion model, inertial effects, dielectric and birefringence relaxation, stronge dc electric field 417—425 Rotational diffusion model, mean field potential, cubic potential molecules 439—441 Rotational diffusion model, mean field potential, matrix continued fractions, complex susceptibility 442—446 Rotational diffusion model, orientational relaxation 293—303 Rotational diffusion model, orientational relaxation, Langevin equation approach 293—300 Rotational diffusion model, orientational relaxation, Smoluchowski equation approach 300—303 Rotational diffusion model, strong dc electric fields 329—330 Rotational structure, ammonia molecule spectroscopy 100—105 Rotational structure, NH radical spectroscopy 66—70 Rotational structure, SH radical spectroscopy 48—54 Rothmund, B. 71(174) 122 Rouleau, J.F. 289(42) 373(42) 462(42) 478 Rowland, F.S. 71(165) 122 Roy, D. 84(221) 94(254) 123—124 Roy, P. 84(221) 123 Roychowdhury, V.K. 71(188) 122 Rudolph, H. 42(132—133) 121 Ruehl, E. 71(174) 72(198) 79(198) 122 Ruhman, S. 257(50—51) 272 Runge — Kutta algorithm, Kerr effect relaxation, molecular hyperpolarizability, nonlinear step-on response 403—412 Russell, B.R. 106—108(289) 113(299) 114(289 299) 125 Ruzicic, A. 84(213) 123 Rydberg states, (3 + 1) resonance-enhanced multiphoton ionization (REMPI) spectroscopy, hydrogen molecule photodissociation 19—23 Rydberg states, (3 + 1) resonance-enhanced multiphoton ionization (REMPI) spectroscopy, hydrogen molecule photoionization 17—19 Rydberg states, ammonia molecules 99—105 Rydberg states, CIO radicals 71—81 Rydberg states, CIO radicals, C Rydberg state 78—81 Rydberg states, CIO radicals, E, F, and G Rydberg states 73—77 Rydberg states, laser photoelectron spectroscopy, hydrogen and deuterium dissociative recombination 9—11 Rydberg states, laser photoelectron spectroscopy, molecular excitation 5—8 Rydberg states, NH radical 61—70 Rydberg states, OH radicals, short-lived diatomic structure 36—41 Rydberg states, SH radical 43—59 Rydberg states, sulfur-containing molecules, laser photoelectron spectroscopy 105—116 Rydberg states, sulfur-containing molecules, laser photoelectron spectroscopy, dimethyl sulfide 113—116 Rydberg states, sulfur-containing molecules, laser photoelectron spectroscopy, methanethiol 108—112 Rydberg states, sulfur-containing molecules, laser photoelectron spectroscopy, thiirane 106—108 Rydberg states, three-atomic molecules 82—83 Rydberg states, three-atomic molecules, 86—92 Rydberg states, three-atomic molecules, carbondisulfide complexes 83—85 Rydberg states, three-atomic molecules, OCS fragmentation 94—97 Ryzhik, I.M. 469(140) 481 Sack, R.A. 417(101—102) 480 494(41) 508(41) 522(41) 548(41) 569(41) 761(41) 763 Saddle point energy, Kramers reaction rate theory, axial/nonaxial symmetric potentials, escape rates, nonaxial formula divergence for small axial symmetry departures 683—690 Saddle point energy, Kramers reaction rate theory, intermediate-to-high damping (IHD) limit, Kramers' formula as Langer's formula 590—593 Saddle point energy, Kramers reaction rate theory, intermediate-to-high damping (IHD) limit, magnetic spins 594—598 Saddle point energy, Kramers reaction rate theory, intermediate-to-high damping (IHD) limit, particle current calculations 587 600—606 Saddle point energy, Kramers reaction rate theory, intermediate-to-high damping (IHD) regime, left eigenvector 585 598—600 Saddle point energy, Kramers reaction rate theory, low-damping (LD) regime, escape rate calculations, stretching transformation, mean first passage times (MFPT) 620—623 Saddle point energy, Kramers reaction rate theory, low-damping (LD) regime, escape rate calculations, weak transverse field 624—625 Sadykov, E.K. 448(128) 481 Saito, S. 71(189) 122 257(87) 260(87) 273 Salpeter, E.E. 32(104) 120 Sander, M. 5(19) 117 Sanders, R.A. 346—347(69) 479 Sarachik, M.P. 211(98) 219(98) 233 Sato, Y. 96—97(260) 124 Saupe, A. 439(114) 480 Scattering matrices, noncurve crossing, nonadiabatic transitions, repulsive potential model 175—178 Scattering matrices, time-dependent level crossings, nonadiabatic transitions 185—188 Scattering matrices, two-state curve crossing, nonadiabatic transitions 140—151 Scattering matrices, two-state curve crossing, nonadiabatic transitions, Landau — Zener model 144—146 Scattering matrices, two-state curve crossing, nonadiabatic transitions, multidimensional problems 164—168 Schatz, G.C. 162(86) 233 Scheper, C.R. 6(25—26 42—44) 7(43—44 49—50) 11—13(25) 16(25) 19(25) 22(25) 23—24(26) 25(25) 28(25—26) 29—31(97) 33(24 97) 34(25) 81(49—50) 82—83(42 49—50) 86—88(42) 90—91(50) 93(25—26) 94(49) 96(50) 97(49—50) 99(50) 101(43—44) 102—103(43) 104(43—44) 105(43) 117—118 120 Scherr, V. 84(216) 93—94(216) 123 Schilling, L. 257(71) 272 Schlag, E.W. 3(5) 5(19—22) 117 Schleich, W. 373(80) 479 Schroedinger's equations, molecular control, time-dependent external fields 212—214 Schroedinger's equations, nonadiabatic transitions, curve crossings, multidimensional problems 163—168 Schroedinger's equations, nonadiabatic transitions, curve crossings, time-dependent framework 131—132 Schroedinger's equations, time-dependent level crossings, nonadiabatic transitions 202—206 Schurgers, M. 36(123) 120 Schuss, Z. 542—543(44) 610—612(44) 617—618(44) 626(44) 629(44) 763 Schwalm, D. 10(60 62 65) 19(60) 21(60) 119 Schwarzchild, B. 133(68) 232 Schweitzer — Chandler theory, Raman-echo spectroscopy, liquid molecules 256 Schweizer, K.S. 252(42) 256(42) 271 Scodinu, A. 246—247(22) 257(22) 271 Scott, J.D. 113—114(299) 125 Sears, T.J. 93(239) 124 Seaton, H.J. 156(81) 233 Second-order solutions, nonlinear dielectric and birefringence relaxation, perturbation solutions 364—368 Segre, U. 439(115) 480 Seidel, B. 10(65) 119 Seideman, T. 4(14) 117 Sekreta, E. 38(125) 121 Semaniak, J. 10(66) 119 Semiclassical theory, molecular control, time-dependent external fields 212—214 Semiclassical theory, time-dependent level crossings, nonadiabatic transitions 188—201 Semiclassical theory, two-state curve crossing, nonadiabatic transitions, complete solutions 140—151 Semiclassical theory, two-state curve crossing, nonadiabatic transitions, multidimensional problems 165—168 Series representation, Kramers reaction rate theory, crossover between IHD/VLD regimes 648—650 Series representation, Kramers reaction rate theory, crossover between IHD/VLD regimes, convergence radius 665—669 Series representation, Kramers reaction rate theory, rigid Brownian rotator escape times, bistable potential, Green function time evolution 752—753 SH radical, laser photoelectron spectroscopy 42—59 SH radical, laser photoelectron spectroscopy, autoionization spectra 55—58 SH radical, laser photoelectron spectroscopy, diatomic radicals 42—59 SH radical, laser photoelectron spectroscopy, two-photon excitation spectrum 48—56 SH radical, laser photoelectron spectroscopy, two-state interaction model 45—47 Shaik, S.S. 132(48) 232 Shamsuddin, S.M. 72(192) 122 Shanklin, J.D. 71(162) 122 Shender, E.F. 211(97) 233 Shimada, Y. 244(14) 271 Shirley, D.A. 84(207) 123 Shliomis, M.I. 277(3) 439(3) 446(3) 477 Shobotake, K. 106—108(284) 109(294) 111(294) 113—114(301) 125 Short-lived diatomic radicals, laser photoelectron spectroscopy 35—81 Short-lived diatomic radicals, laser photoelectron spectroscopy, CIO radical 70—81 Short-lived diatomic radicals, laser photoelectron spectroscopy, NH radical 59—70 Short-lived diatomic radicals, laser photoelectron spectroscopy, OH radical 35—42 Short-lived diatomic radicals, laser photoelectron spectroscopy, SH radical 42—59 Siegbahn, K. 84(205) 123 125 Sigray, P. 10(63) 119 Simons, J.P. 40(130) 121 Simpson, D.M. 84(215) 94(252) 123—124 Simpson, W.T. 106—109(287) 111(287) 113(287) 125 Single degree of freedom system, Kramers reaction rate theory, Klein — Kramers derivation, Langevin equation 509—510 Single degree of freedom system, Kramers reaction rate theory, Klein — Kramers derivation, Liouville equation 506—508 Single degree of freedom system, Kramers reaction rate theory, Langevin/Fokker — Planck equations 494—497 Single domain ferromagnetic particles, Kramers reaction rate theory, axial/nonaxial symmetric potentials, escape rates, calculation principles 715—716 Single domain ferromagnetic particles, Kramers reaction rate theory, axial/nonaxial symmetric potentials, escape rates, crossover function proof 717—718 Single domain ferromagnetic particles, Kramers reaction rate theory, axial/nonaxial symmetric potentials, escape rates, divergence of escape rates 706—709 Single domain ferromagnetic particles, Kramers reaction rate theory, interpolation formulas, crossover high damping formulas 690—694 Single domain ferromagnetic particles, Kramers reaction rate theory, interpolation formulas, crossover high damping formulas, IHD divergence for small departures 681—690 Single domain ferromagnetic particles, Kramers reaction rate theory, interpolation formulas, crossover high damping formulas, notation 675—681 Single domain ferromagnetic particles, Kramers reaction rate theory, interpolation formulas, crossover high damping formulas, theoretical background 674—675 Single domain ferromagnetic particles, Kramers reaction rate theory, interpolation formulas, crossover high damping formulas, VLD limit applications 694—706 Single domain ferromagnetic particles, Kramers reaction rate theory, interpolation formulas, kinetic equation derivations 710—712 Single domain ferromagnetic particles, Kramers reaction rate theory, interpolation formulas, partition function, steepest descent evaluation 712—715 Single domain ferromagnetic particles, Kramers reaction rate theory, interpolation formulas, VLD limit applications, energy diffusion method 695—698 Single domain ferromagnetic particles, Kramers reaction rate theory, interpolation formulas, VLD limit applications, uniaxial perturbations 703—706 725—740 Single domain ferromagnetic particles, Kramers reaction rate theory, interpolation formulas, VLD limit applications, uniaxial/LD crossovers 698—703 718—725 Single domain ferromagnetic particles, Kramers reaction rate theory, rotational Brownian motion, magnetic relaxation 561—566 Single domain ferromagnetic particles, relaxation effects 446—460 Single domain ferromagnetic particles, relaxation effects, strong dc field, Langevin equation 447—450 Single domain ferromagnetic particles, relaxation effects, transient nonlinear response 450—456 Single domain ferromagnetic particles, relaxation effects, uniaxial particles, ac/dc bias magnetic fields 456—459 Single oscillation, Kramers reaction rate theory, crossover between IHD/VLD regimes 638—639 Single well potential function, reaction rate theory 487—490 Single-molecule scattering, fifth-order Raman spectroscopy 260 Single-pulse process, nonadiabatic transition, time-dependent molecular control 220—224 Single-pulse process, nonadiabatic transition, time-dependent molecular control, exponential potential models 225—229 Sinha, K. 42(135) 121 Sivakumar, N. 97(261) 124 Skerbele, A. 86(233) 123 Skolnik, E.G. 71—72(184) 77(184) 122 Small viscosity model, Kramers reaction rate theory, Klein — Kramers equation 531—543 Small viscosity model, Kramers reaction rate theory, Klein — Kramers equation, alternative tratement, damping regimes 556—561 Small viscosity model, Kramers reaction rate theory, Klein — Kramers equation, energy-phase variables 532—535 Small viscosity model, Kramers reaction rate theory, Klein — Kramers equation, first passage time approach 541—543 Small viscosity model, Kramers reaction rate theory, Klein — Kramers equation, low-damping regime 531 Small viscosity model, Kramers reaction rate theory, Klein — Kramers equation, phase variable averaging 535—538 Small viscosity model, Kramers reaction rate theory, Klein — Kramers equation, very low damping escape rate 538—541 Smith, D.A. 504(63) 580(63) 593(63) 764 Smith, W.H. 31(101) 120 Smits, M. 72(199) 79—81(199) 123 Smoluchowski equation, Brownian motion 278—279 Smoluchowski equation, dielectric relaxation in cubic potential 439—441 Smoluchowski equation, Kramers reaction rate theory, escape rate validity 498—501 Smoluchowski equation, Kramers reaction rate theory, intuitive Klein — Kramers derivation, heat bath effects 511 Smoluchowski equation, Kramers reaction rate theory, Klein — Kramers equation, alternative derivation 555—556 Smoluchowski equation, Kramers reaction rate theory, Klein — Kramers equation, large viscosity model, very high damping regime 544—547 Smoluchowski equation, Kramers reaction rate theory, Klein — Kramers equation, reaction rate calculations, VHD regimes 547—548 Smoluchowski equation, Kramers reaction rate theory, Klein — Kramers equation, velocity distribution 521—522 Smoluchowski equation, Kramers reaction rate theory, rotational Brownian motion, dielectric relaxation 568—569 Smoluchowski equation, linear response, integral expression 468 Smoluchowski equation, nonlinear Brownian relaxation, strong electric fields, nonstationary ac response 396—401 Smoluchowski equation, nonlinear Brownian relaxation, strong electric fields, superimposed ac/dc electric fields, polar and polarizable molecules 384—394 Smoluchowski equation, nonlinear dielectric and birefringence relaxation 279—283 Smoluchowski equation, nonlinear dielectric and birefringence relaxation, orientational relaxation, strong electric fields, rotational diffusion model 300—303 Smoluchowski equation, nonlinear dielectric and birefringence relaxation, superimposed ac/dc electric fields, rigid polar molecules 373—382 Sokolovski, D. 162(86) 233 Solid molecules, Raman-echo spectroscopy 251 Somers, M.R. 6(26) 23—24(6) 28(26) 93(26) 117 Spectral properties, inertial effects, dielectric and birefringence relaxation 429—439 Spectral properties, rotational diffusion, mean field potential, matrix continued fractions, complex susceptibility 444—446 Spectroscopic processes, nonadiabatic curve crossings 132 Spherical harmonics, orientational relaxation, rotational diffusion model 298—300 Spherical harmonics, superparamagnetic particle relaxation, strong dc magnetic field 448—450 Spiegel, M.R. 628(80) 644(80) 764 Spielfiedel, A. 93(246—248) 124 Spin-echo pulse sequence, Raman-echo spectroscopy 246—256 Spin-orbit split, SH radical spectra 42—44 Stark shifts, SH radical spectroscopy 54 State space, Kramers reaction rate theory, Klein — Kramers equation, probability density evolution 516—520 State variables, Kramers reaction rate theory, intermediate-to-high damping (IHD) limit, Kramers' formula as Langer's formula 589—593 Stationary solutions, Kramers reaction rate theory, Klein — Kramers equation, probability density, state space evolution 520 Stationary solutions, Kramers reaction rate theory, Smoluchowski equation, reaction rate calculations 547—548 Steady-state responses, nonlinear Brownian relaxation, strong electric fields, superimposed ac/dc electric fields, polar and polarizable molecules 389—394 Steady-state responses, weak electric field, superimposition on strong dc bias field, dynamic Kerr effect 347—358 Steady-state responses, weak electric field, superimposition on strong dc bias field, dynamic Kerr effect, activation law behavior 356—358 Steady-state responses, weak electric field, superimposition on strong dc bias field, dynamic Kerr effect, correlation time integral representation 354—356 Steady-state responses, weak electric field, superimposition on strong dc bias field, dynamic Kerr effect, dipole moment evaluations 351—353 Steady-state responses, weak electric field, superimposition on strong dc bias field, dynamic Kerr effect, linear response theory 347—349 Steady-state responses, weak electric field, superimposition on strong dc bias field, dynamic Kerr effect, relaxation function and times, evaluation of 353—354 Steady-state responses, weak electric field, superimposition on strong dc bias field, dynamic Kerr effect, transient and relaxation times 350—351 Steady-state responses, weak electric field, superimposition on strong dc bias field, perturbation solutions 358—373 Steady-state responses, weak electric field, superimposition on strong dc bias field, perturbation solutions, dispersion plots 368—373 Steady-state responses, weak electric field, superimposition on strong dc bias field, perturbation solutions, equilibrium and first-order solutions, matrix continued fractions 362—364 Steady-state responses, weak electric field, superimposition on strong dc bias field, perturbation solutions, second-order solutions 364—368 Steepest descent evaluation, Kramers reaction rate theory, axial/nonaxial symmetric potentials, escape rates, partition functions 712—715 Steffen, T. 257(58 64—65 82—84) 258(82) 261(64—65 83) 272—273 Steffen, W. 245(16) 271 Stegun, I. 286—287(39) 311(39) 313(39) 334(39) 338(39) 341—342(39) 399—400(39) 421—422(39) 424(39) 426(39) 428(39) 439(39) 470—471(39) 478 649(82) 667—668(82) 691—692(82) 724(82) 736(82) 753—754(82) 757(82) 760(82) 764 Step-on response, dynamic Kerr effect, linear response theory, weak ac electric field steady-state response superimposed on dc bias field 348—349 Step-on response, Kerr effect relaxation, molecular hyperpolarizability 401—412 Step-on response, nonlinear dielectric and birefringent high fields, polar molecules 284—285 Step-on response, nonlinear dielectric and Kerr effect relaxation, strong dc electric fields, induced dipole moment 336—340 Step-on response, nonlinear dielectric and Kerr effect relaxation, strong dc electric fields, permanent dipole moment 340—343 Step-on response, nonlinear dielectric and Kerr effect relaxation, strong dc electric fields, relaxation functions 343—347 Stepanov, V.I. 283(35—36) 292—293(35—36) 448(129 131) 459(129) 478 481 761(98) 765 Stephens, J.A. 7(51 56) 38(51) 40(51 128—129) 42(128—129) 48(51 56 146) 62(160) 66—70(56) 118 121—122 Stephens, T.L. 32(107) 120 Stickland, R.J. 97(265) 99(277—280) 101(277—278) 124—125 Stimson, M.J. 266(103 106—108 113—114) 273 Stochastic equations, Kramers reaction rate theory, axial/nonaxial symmetric potentials, escape rates 676—681 Stochastic equations, Kramers reaction rate theory, Klein — Kramers equation, alternative derivation 554—555 Stochastic equations, Kramers reaction rate theory, Langevin/Fokker — Planck equations 493—497 Stochastic equations, orientational relaxation, rotational diffusion model 295—300 Stochastic equations, Stratonovich proof 463—465 Stochastic resonance phenomenon, Kramers reaction rate theory, rigid Brownian rotator escape times, bistable potential, Green function time evolution 761 Stock, G. 4(12) 117 Stokes constant, molecular control, time-dependent external fields 208—214 Stokes constant, noncurve crossing, nonadiabatic transitions, exponential potential model 170—172 Stokes constant, time-dependent level crossings, nonadiabatic transitions 186—188 Stokes constant, two-state curve crossing, nonadiabatic transitions, Landau — Zener — Stueckelberg problems 137—151 Stokes constant, two-state curve crossing, nonadiabatic transitions, Landau — Zener — Stueckelberg problems, Landau — Zener model 142—146 Stokes constant, two-state curve crossing, nonadiabatic transitions, Landau — Zener — Stueckelberg problems, nonadiabatic tunneling case 146—151 Stokes' theorem, Kramers reaction rate theory, low-damping (LD) regime, escape rate calculations 619—620 Stokes' theorem, Kramers reaction rate theory, low-damping (LD) regime, escape rate calculations, uniform asymptotic expansion derivation 618—619 627—628 Stolow, A. 4(13—14) 117 Stoneham, A.M. 132(53) 232 Stosszahlansatz mechanism, Kramers reaction rate theory, Klein — Kramers equation, mean and mean square momentum changes 515—516 Stratonovich equations, Brownian motion 492—493 Stratonovich equations, Kramers reaction rate theory, Klein — Kramers equation, alternative derivation 554—555 Stratonovich equations, orientational relaxation, rotational diffusion model 295—300 Stratonovich equations, proof of 463—465 Stratt, R.M. 264(99) 273 Stretching transformation, Kramers reaction rate theory, low-damping (LD) regime, escape rate calculations, mean first passage times (MFPT) 620—623 Strobel, A. 84(208) 123 Stroemholm, C. 10(66) 119 Strong magnetic fields see also "ac and dc magnetic fields" Strong magnetic fields, dynamic Kerr effect, research background 277—279 Strong magnetic fields, inertial effects, dielectric and birefringence relaxation, extended rotational diffusion model in 417—425 Strong magnetic fields, nonlinear Brownian relaxation, one-dimensional models 307—317 Strong magnetic fields, nonlinear stationary responses, nonstationary ac response 394—401 Strong magnetic fields, nonlinear stationary responses, rigid polar molecules, superimposed ac and dc fields 373—382 Strong magnetic fields, orientational relaxation, rotational diffusion model 293—303 Strong magnetic fields, orientational relaxation, rotational diffusion model, Langevin equation approach 293—300 Strong magnetic fields, orientational relaxation, rotational diffusion model, Smoluchowski equation approach 300—303 Strong magnetic fields, superparamagnetic particle relaxation, Langevin equation approach 447—450 Strong responses, dc electric field, dynamic Kerr effect, exact solutions 330—347 Strong responses, dc electric field, dynamic Kerr effect, problem formulation and solution 317—330 Strong responses, dc electric field, dynamic Kerr effect, relaxation spectra evaluation 343—347 Strong responses, dc electric field, dynamic Kerr effect, relaxation time/spectra evaluation 340—343
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