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Stellar Evolution Physics [Kõva köide]

(University of Illinois, Urbana-Champaign)
  • Formaat: Hardback, 616 pages, kõrgus x laius x paksus: 252x193x30 mm, kaal: 1450 g, 31 Tables, black and white; 313 Line drawings, unspecified
  • Sari: Stellar Evolution Physics 2 Volume Hardback Set Volume 2
  • Ilmumisaeg: 29-Nov-2012
  • Kirjastus: Cambridge University Press
  • ISBN-10: 1107016576
  • ISBN-13: 9781107016576
Teised raamatud teemal:
  • Formaat: Hardback, 616 pages, kõrgus x laius x paksus: 252x193x30 mm, kaal: 1450 g, 31 Tables, black and white; 313 Line drawings, unspecified
  • Sari: Stellar Evolution Physics 2 Volume Hardback Set Volume 2
  • Ilmumisaeg: 29-Nov-2012
  • Kirjastus: Cambridge University Press
  • ISBN-10: 1107016576
  • ISBN-13: 9781107016576
Teised raamatud teemal:
This text explains the microscopic physics operating in stars in advanced stages of their evolution, using numerical examples and illustrations to demonstrate how they respond. The volume allows senior graduate students and researchers who have mastered the principles of stellar evolution to engage in model construction on a professional level.

This volume explains the microscopic physics operating in stars in advanced stages of their evolution and describes with many numerical examples and illustrations how they respond to this microphysics. Models of low and intermediate mass are evolved through the core helium-burning phase, the asymptotic giant branch phase (alternating shell hydrogen and helium burning) and through the final cooling white dwarf phase. A massive model is carried from the core helium-burning phase through core and shell carbon-burning phases. Gravothermal responses to nuclear reaction-induced transformations and energy loss from the surface are described in detail. Written for senior graduate students and researchers who have mastered the principles of stellar evolution, as developed in the first volume of Stellar Evolution Physics, sufficient attention is paid to how numerical solutions are obtained to enable the reader to engage in model construction on a professional level.

Muu info

Describes how stars respond to microscopic physics in the advanced stages of their evolution with many numerical examples and illustrations.
Preface ix
Part IV Transport processes, weak interaction processes, and helium-burning reactions
891(210)
12 Particle diffusion and gravitational settling
893(48)
12.1 Moments of the Boltzmann transport equation for a species under conditions of complete equilibrium
895(6)
12.2 A monoelemental gas in complete equilibrium at constant temperature in a constant gravitational field
901(5)
12.3 Diffusion velocities and moments in a multicomponent gas in a gravitational field
906(3)
12.4 The strength of the electrostatic field when equilibrium with respect to diffusion prevails
909(2)
12.5 Driving forces for diffusion in an initially homogeneous medium consisting of two ion species in a gravitational field
911(4)
12.6 On the determination of resistance coefficients for diffusion
915(3)
12.7 Inclusion of electron-flow properties and ion-electron interactions and determination of diffusion velocities
918(4)
12.8 Generalization to a multicomponent gas
922(3)
12.9 Gravitational diffusion velocities for helium and iron at the base of the convective envelope of solar models
925(5)
12.10 More diffusion velocities below the base of the convective envelope of a solar model
930(3)
12.11 Equations for abundance changes due to diffusion and solution algorithms
933(7)
Bibliography and references
940(1)
13 Heat conduction by electrons
941(38)
13.1 The basic physics of thermal diffusion
942(9)
13.2 The macroscopic electrostatic field in an ionized medium in a gravitational field
951(5)
13.3 Use of the Boltzmann transport equation to find the asymmetry in the electron-distribution function
956(6)
13.3.1 The cross section integral
960(2)
13.4 Gradients in thermodynamic variables and the electric field
962(6)
13.5 Thermal conductivity in the classical approximation
968(5)
13.5.1 General considerations
968(2)
13.5.2 When electrons are not degenerate
970(1)
13.5.3 When electrons are degenerate but not relativistic
971(2)
13.6 A quantitative estimate of the conductive opacity
973(5)
13.6.1 Fits to still more sophisticated estimates of the conductive opacity
975(3)
Bibliography and references
978(1)
14 Beta decay and electron capture in stars at high densities
979(32)
14.1 The formalism
980(4)
14.2 Electron capture at high densities
984(5)
14.3 Electron decay at high densities
989(4)
14.4 Positron decay and general considerations concerning electron capture on a positron emitter
993(2)
14.5 Electron capture on a positron emitter when electrons are not degenerate
995(4)
14.6 Electron capture on a positron emitter when electrons are degenerate
999(2)
14.7 Urea neutrino energy-loss rates
1001(3)
14.8 Additional neutrino energy-loss rates for beta-decay reactions involving positron-stable isotopes
1004(4)
14.9 Neutrino energy-loss rates for electron capture on a positron emitter
1008(1)
14.10 Higher order beta transitions and experimental properties of beta-decay reactions
1009(1)
Bibliography and references
1010(1)
15 Current-current weak interactions and the production of neutrino-antineutrino pairs
1011(59)
15.1 The charged-current interaction Hamiltonian and the necessity for two coupling, constants in nuclear beta decay
1013(7)
15.2 The charged-current interaction and muon decay
1020(4)
15.3 Annihilation of electron-positron pairs into neutrino-antineutrino pairs and the associated energy-loss rate when electrons are not degenerate
1024(9)
15.4 The Dirac equation, plane-wave solutions, helicity eigenfunctions, and gamma matrices
1033(9)
15.5 Derivation of the cross section for electron-positron pair annihilation in the V-A theory
1042(8)
15.6 A brief overview of the history and the nature of weak-interaction induced neutrino-antineutrino production processes
1050(2)
15.7 On the character of classical plasma oscillations
1052(9)
15.8 Quantized plasma oscillations and the neutrino-antineutrino energy-loss rate due to plasmon decay
1061(7)
Bibliography and references
1068(2)
16 Helium-burning nuclear reactions and energy-generation rates
1070(31)
16.1 Some basic physics of resonant reactions
1072(6)
16.2 The triple-alpha reactions in the classical approximation
1078(8)
16.3 Triple-alpha reactions at low temperatures
1086(5)
16.4 The formation of 16O by alpha capture on 12C and the conversion of 14N into 22Ne
1091(3)
16.5 Neutron production by (α, n) reactions on 13C and 22Ne
1094(5)
16.6 On the contribution of the 7Li(p, γ)8 Be reaction to the production of carbon in metal-free stars
1099(1)
Bibliography and references
1099(2)
Part V Evolution during helium-burning phases
1101(290)
17 Evolution of a low mass model burning helium and hydrogen
1103(117)
17.1 Helium shell flashes during evolution from the red giant branch to the horizontal branch
1104(45)
17.2 Horizontal branch and early asymptotic giant branch evolution
1149(26)
17.3 The first helium shell flash on the asymptotic giant branch
1175(16)
17.4 Systematics of thermal pulses along the asymptotic giant branch
1191(15)
17.5 The roles of nuclear burning, convective mixing, and gravothermal activity in determining abundance changes and dredge-up during the TPAGB phase
1206(8)
17.6 Neutron production and neutron capture in helium-burning regions
1214(4)
Bibliography and references
1218(2)
18 Evolution of an intermediate mass model burning helium and hydrogen
1220(71)
18.1 Evolution during the core helium-burning phase
1223(12)
18.2 Transition to, evolution along, and transition from the early asymptotic giant branch
1235(25)
18.3 The thermally pulsing asymptotic giant branch phase and the third dredge-up phenomenon
1260(30)
Bibliography and references
1290(1)
19 Neutron production and neutron capture in a TPAGB model star of intermediate mass
1291(48)
19.1 History of s-process nucleosynthesis and outline
1291(2)
19.2 Neutron-production and neutron-capture reaction rates
1293(9)
19.3 Formation of a 13C abundance peak and neutron production and neutron capture in the peak
1302(11)
19.4 Neutron production and capture during the interpulse phase in matter processed by hydrogen burning
1313(9)
19.5 Neutron-capture nucleosynthesis in the convective shell during the fifteenth helium shell flash
1322(14)
19.6 Neutron-capture nucleosynthesis in TPAGB stars and heavy s-process element production in the Universe
1336(2)
Bibliography and references
1338(1)
20 Evolution of a massive population I model during helium- and carbon-burning stages
1339(52)
20.1 Evolution of surface and central characteristics of a 25 M model during quiescent nuclear burning stages and comparison of characteristics of models of mass 1 M, 5 M, and 25 M
1340(6)
20.2 Evolution of internal characteristics and production of light s-process elements in a 25 M model during core helium burning
1346(13)
20.3 Core and shell carbon-burning phases
1359(21)
20.4 Comments on neon-, oxygen-, and silicon-burning phases
1380(5)
20.5 More on the relationship between direct and inverse tranformations
1385(4)
20.6 Concluding remarks on massive star evolution
1389(1)
Bibliography and references
1389(2)
Part VI Terminal evolution of low and intermediate mass stars
1391(81)
21 Wind mass loss on the TPAGB and evolution as a PN central star and as a white dwarf
1393(79)
21.1 Introduction
1393(2)
21.2 Superwind ejection of the envelope and planetary nebula evolution
1395(2)
21.3 Departure of a 1 M model from the TPAGB, evolution as the central star of a planetary nebula, and the transition from nuclear to gravothermal energy as the primary source of surface luminosity
1397(13)
21.4 Coulomb forces, properties of matter in the solid phase, and a criterion for melting
1410(19)
21.4.1 The Wigner-Seitz sphere
1411(1)
21.4.2 Debye theory and terrestial metals
1412(3)
21.4.3 A characteristic frequency of oscillation in the stellar context
1415(3)
21.4.4 Oscillation amplitude and the melting point
1418(2)
21.4.5 Application of the Thomas-Fermi model of the atom
1420(6)
21.4.6 The zero-point energy and the Helmholtz free energy
1426(3)
21.5 Algorithms for estimating the energy density and pressure of liquids and solids in stars
1429(4)
21.6 White dwarf evolution
1433(23)
21.7 Diffusion and the formation of a pure hydrogen surface abundance
1456(4)
21.8 The relationship between the final white dwarf surface abundance and where in the thermal pulse cycle the precursor first leaves the AGB
1460(4)
21.9 Theoretical and observed white dwarf number-luminosity distributions and the age of the galactic disk
1464(6)
Bibliography and references
1470(2)
Index 1472
Icko Iben, Jr is Emeritus Distinguished Professor of Astronomy and Physics at the University of Illinois, Urbana-Champaign, where he also gained his MS and PhD degrees in Physics and where a Distinguished Lectureship in his name was established in 1998. He initiated his teaching career at Williams College (19581961), engaged in astrophysics research as a Senior Research Fellow at the California Institute of Technology (19611964), and continued his teaching career at the Massachusetts Institute of Technology (19641972) and the University of Illinois (19721999). He has held visiting Professorships at over a dozen institutions, including Harvard University, the University of California, Santa Cruz, the University of Bologna, Italy and Niigata University, Japan. He was elected to the US National Academy of Sciences in 1985 and his awards include the Russell Lectureship of the American Astronomical Society (1989), the George Darwin Lectureship (1984) and the Eddington Medal (1990) of the Royal Astronomical Society, and the Eminent Scientist Award of the Japan Society for the Promotion of Science (20032004).