An introduction to the science of cosmology:
Saved in:
| Main Authors: | , |
|---|---|
| Format: | Book |
| Language: | English |
| Published: |
Bristol [u.a.]
Inst. of Physics Publ.
2001
|
| Series: | Series in astronomy and astrophysics
|
| Subjects: | |
| Online Access: | Inhaltsverzeichnis |
| Physical Description: | XII, 220 S. graph. Darst. |
| ISBN: | 0750304057 9780750304054 |
Staff View
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Record in the Search Index
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| adam_text | SERIES IN ASTRONOMY AND ASTROPHYSICS AN INTRODUCTION TO THE SCIENCE OF
COSMOLOGY DEREK RAINE DEPARTMENT OF PHYSICS AND ASTRONOMY UNIVERSITY OF
LEICESTER, UK TED THOMAS DEPARTMENT OF PHYSICS AND ASTRONOMY UNIVERSITY
OF LEICESTER, UK IOP INSTITUTE OF PHYSICS PUBLISHING BRISTOL AND
PHILADELPHIA CONTENTS PREFACE XI 1 1 2 4 5 6 7 9 10 10 11 14 15 16 16 17
18 19 3 MATTER 21 3.1 THE MEAN MASS DENSITY OF THE UNIVERSE 21 3.1.1 THE
CRITICAL DENSITY 21 3.1.2 THE DENSITY PARAMETER 21 3.1.3 CONTRIBUTIONS
TO THE DENSITY 22 3.2 DETERMINING THE MATTER DENSITY 23 3.3 THE MEAN
LUMINOSITY DENSITY 24 3.3.1 COMOVING VOLUME 24 3.3.2 LUMINOSITY FUNCTION
25 3.3.3 LUMINOSITY DENSITY 25 3.4 THE MASS-TO-LUMINOSITY RATIOS OF
GALAXIES 25 3.4.1 ROTATION CURVES 26 1 RECONSTRUCTING TIME 1.1 1.2 1.3
1.4 1.5 1.6 1.7 THE PATTERNS OF THE STARS STRUCTURAL RELICS MATERIAL
RELICS ETHEREAL RELICS COSMOLOGICAL PRINCIPLES THEORIES PROBLEMS 2
EXPANSION 2.1 2.2 2.3 2.4 2.5 2.6 2.7 2.8 2.9 THE REDSHIFT THE EXPANDING
UNIVERSE THE DISTANCE SCALE THE HUBBLE CONSTANT THE DECELERATION
PARAMETER THE AGE OF THE UNIVERSE THE STEADY-STATE THEORY THE EVOLVING
UNIVERSE PROBLEMS VI CONTENTS 3.4.2 ELLIPTICAL GALAXIES 28 3.5 THE
VIRIAL THEOREM 28 3.6 THE MASS-TO-LUMINOSITY RATIOS OF RICH CLUSTERS 28
3.6.1 VIRIAL MASSES OF CLUSTERS 29 3.7 BARYONIC MATTER 30 3.8
INTRACLUSTER GAS 31 3.9 THE GRAVITATIONAL LENSING METHOD 32 3.10 THE
INTERCLUSTER MEDIUM 33 3.11 THE NON-BARYONIC DARK MATTER 33 3.12 DARK
MATTER CANDIDATES 34 3.12.1 MASSIVE NEUTRINOS? 34 * *** * 3.12.2 AXIONS?
35 3.12.3 NEUTRALINOS? 36 3.13 THE SEARCH FOR WIMPS 36 3.14 ANTIMATTER
38 3.15 APPENDIX. DERIVATION OF THE VIRIAL THEOREM 39 3.16 PROBLEMS 39 4
RADIATION 41 4.1 SOURCES OF BACKGROUND RADIATION 41 4.1.1 THE RADIO
BACKGROUND 41 4.1.2 INFRARED BACKGROUND , 43 4.1.3 OPTICAL BACKGROUND 43
4.1.4 OTHER BACKGROUNDS 44 4.2 THE MICROWAVE BACKGROUND 45 4.2.1
ISOTROPY 45 4.3 THE HOT BIG BANG 47 4.3.1 THE COSMIC RADIATION
BACKGROUND IN THE STEADY-STATE THEORY 48 4.4 RADIATION AND EXPANSION 49
4.4.1 REDSHIFT AND EXPANSION 49 4.4.2 EVOLUTION OF THE PLANCK SPECTRUM
50 4.4.3 EVOLUTION OF ENERGY DENSITY 51 4.4.4 ENTROPY OF RADIATION 52
4.5 NEVERTHELESS IT MOVES 53 4.5.1 MEASUREMENTS OF MOTION 54 56 58 60 60
61 62 62 63 65 4.6 4.7 THE X-RAY BACKGROUND PROBLEMS 5 RELATIVITY 5.1
5.2 5.3 5.4 INTRODUCTION SPACE GEOMETRY RELATIVISTIC GEOMETRY 5.3.1 THE
PRINCIPLE OF EQUIVALENCE 5.3.2 PHYSICAL RELATIVITY ISOTROPIC AND
HOMOGENEOUS GEOMETRY CONTENTS VII 5.4.1 HOMOGENEITY OF THE 2-SPHERE 66
5.4.2 HOMOGENEITY OF THE METRIC 67 5.4.3 UNIQUENESS OF THE SPACE METRIC
67 5.4.4 UNIQUENESS OF THE SPACETIME METRIC 68 5.5 OTHER FORMS OF THE
METRIC 68 5.5.1 A RADIAL COORDINATE RELATED TO AREA 69 5.5.2 A RADIAL
COORDINATE RELATED TO PROPER DISTANCE 69 5.6 OPEN AND CLOSED SPACES 70
5.7 FUNDAMENTAL (OR COMOVING) OBSERVERS 70 5.8 REDSHIFT 71 5.9 THE
VELOCITY-DISTANCE LAW A 73 5.10 TIME DILATION 5.11 THE FIELD EQUATIONS
5.11.1 EQUATIONS OF STATE 75 5.11.2 THE COSMOLOGICAL CONSTANT 75 5.11.3
THE CRITICAL DENSITY 76 5.12 THE DUST UNIVERSE 78 5.12.1 EVOLUTION OF
THE DENSITY PARAMETER 79 5.12.2 EVOLUTION OF THE HUBBLE PARAMETER 79
5.13 THE RELATIONSHIP BETWEEN REDSHIFT AND TIME 80 5.13.1 NEWTONIAN
INTERPRETATION 81 5.14 EXPLICIT SOLUTIONS 82 5.14.1 P = 0, K = 0, A = 0,
THE EINSTEIN-DE SITTER MODEL 82 5.14.2 THE CASE/? = 0, K =+1, A =0 84
5.14.3 THE CASE P = 0, K =-1, A = 0 86 5.15 MODELS WITH A COSMOLOGICAL
CONSTANT 87 5.15.1 NEGATIVE A 87 5.15.2 POSITIVE A 88 5.15.3 POSITIVE A
AND CRITICAL DENSITY 88 5.15.4 THE CASE A 0, K =.+ 1 89 5.16 THE
RADIATION UNIVERSE 90 5.16.1 THE RELATION BETWEEN TEMPERATURE AND TIME
91 5.17 LIGHT PROPAGATION IN AN EXPANDING UNIVERSE 92 5.18 THE HUBBLE
SPHERE 93 5.19 THE PARTICLE HORIZON 95 5.20 ALTERNATIVE EQUATIONS OF
STATE 96 5.21 PROBLEMS 97 MODELS 101 6.1 THE CLASSICAL TESTS , 101 6.2
THE MATTIG RELATION 102 6.2.1 THE CASE P = 0, A = 0 103 6.2.2 THE
GENERAL CASE P = 0, A 0 104 6.3 THE ANGULAR DIAMETER-REDSHIFT TEST 104
VIII CONTENTS 6.3.1 THEORY 6.3.2 OBSERVATIONS 6.4 THE APPARENT
MAGNITUDE-REDSHIFT TEST 6.4.1 THEORY 6.4.2 THE K-CORRECTION 6.4.3
MAGNITUDE VERSUS REDSHIFT: OBSERVATIONS 6.5 THE GEOMETRY OF NUMBER
COUNTS: THEORY 6.5.1 NUMBER COUNTS: OBSERVATIONS 6.5.2 THE GALAXY
NUMBER-MAGNITUDE TEST 6.6 THE TIMESCALE TEST 6.6.1 THE AGES OF THE
OLDEST STARS 6.7 THE LENSED QUASAR TEST 6.8 PROBLEMS WITH BIG-BANG
COSMOLOGY 6.8.1 THE HORIZON PROBLEM 6.8.2 THE FLATNESS PROBLEM 6.8.3 THE
AGE PROBLEM 6.8.4 THE SINGULARITY PROBLEM 6.9 ALTERNATIVE COSMOLOGIES
6.10 PROBLEMS 7 HOT BIG BANG 7.1 INTRODUCTION * 7.2 EQUILIBRIUM
THERMODYNAMICS 7.2.1 EVOLUTION OF TEMPERATURE: RELATIVISTIC PARTICLES
7.2.2 EVOLUTION OF TEMPERATURE: NON-RELATIVISTIC PARTICLES 7.3 THE
PLASMA UNIVERSE 7.4 THE MATTER ERA 7.5 THE RADIATION ERA 7.5.1
TEMPERATURE AND TIME 7.5.2 TIMESCALES: THE GAMOW CRITERION 7.6 THE ERA
OF EQUILIBRIUM 7.7 THE GUT ERA: BARYOGENESIS 7.7.1 THE STRONG
INTERACTION ERA 7.7.2 THE WEAK INTERACTION ERA: NEUTRINOS 7.7.3 ENTROPY
AND E~ * E + PAIR ANNIHILATION 7.8 PHOTON-TO-BARYON RATIO 7.9
NUCLEOSYNTHESIS 7.9.1 WEAK INTERACTIONS: NEUTRON FREEZE-OUT 7.9.2 HELIUM
7.9.3 LIGHT ELEMENTS 7.9.4 ABUNDANCES AND COSMOLOGY 7.10 THE PLASMA ERA
7.10.1 THOMSON SCATTERING 7.10.2 FREE-FREE ABSORPTION 104 106 107 107
108 110 113 114 115 118 118 119 120 120 121 122 122 123 124 128 128 130
132 132 134 135 136 136 137 138 138 139 140 140 141 142 143 144 146 146
148 148 149 CONTENTS IX 7.10.3 COMPTON SCATTERING 7.11 DECOUPLING 7.12
RECOMBINATION 7.13 LAST SCATTERING 7.14 PERTURBATIONS 7.15 APPENDIX A.
THERMAL DISTRIBUTIONS 7.15.1 CHEMICAL POTENTIALS 7.15.2 PHOTON ENERGY
DENSITY 7.15.3 PHOTON NUMBER DENSITY 7.15.4 RELATIVISTIC NEUTRINOS
7.15.5 RELATIVISTIC ELECTRONS 7.15.6 ENTROPY DENSITIES 7.16 APPENDIX B.
THE SAHA EQUATION 7.17 APPENDIX C. CONSTANCY OF R 7.18 PROBLEMS
INFLATION 8.1 THE HORIZON PROBLEM 8.2 THE FLATNESS PROBLEM 8.3 ORIGIN OF
STRUCTURE 8.4 MECHANISMS , 8.4.1 EQUATION OF MOTION FOR THE INFLATON
FIELD 8.4.2 EQUATION OF STATE 8.4.3 SLOW ROLL 8.5 FLUCTUATIONS 8.6
STARTING INFLATION 8.7 STOPPING INFLATION 8.7.1 PARTICLE PHYSICS AND
INFLATION 8.8 TOPOLOGICAL DEFECTS 8.9 PROBLEMS STRUCTURE 9.1 THE PROBLEM
OF STRUCTURE 9.2 OBSERVATIONS 9.2.1 THE EDGE OF THE UNIVERSE 9.3 SURVEYS
AND CATALOGUES 9.4 LARGE-SCALE STRUCTURES 9.5 CORRELATIONS 9.5.1
CORRELATION FUNCTIONS 9.5.2 LINEAR DISTRIBUTION 9.5.3 THE ANGULAR
CORRELATION FUNCTION 9.5.4 RESULTS 9.6 BIAS 9.7 GROWTH OF PERTURBATIONS
9.7.1 STATIC BACKGROUND, ZERO PRESSURE 150 151 151 153 153 154 154 156
157 157 158 158 159 159 160 163 164 165 165 167 168 169 170 172 172 173
175 176 176 179 179 180 181 181 182 183 183 185 185 185 187 187 188 X
CONTENTS 9.7.2 EXPANDING BACKGROUND 189 9.8 THE JEANS MASS 190 9.9
ADIABATIC PERTURBATIONS 192 9.10 ISOCURVATURE (ISOTHERMAL) PERTURBATIONS
193 9.11 SUPERHORIZON SIZE PERTURBATIONS 194 9.12 DISSIPATION 194 9.13
THE SPECTRUM OF FLUCTUATIONS 194 9.14 STRUCTURE FORMATION IN BARYONIC
MODELS 196 9.15 DARK MATTER MODELS 197 9.15.1 GROWTH OF FLUCTUATIONS IN
DARK MATTER MODELS 197 9.16 OBSERVATIONS OF THE MICROWAVE BACKGROUND 198
9.17 APPENDIX A 200 9.18 APPENDIX B 202 9.19 PROBLEMS 203 10 EPILOGUE
205 10.1 HOMOGENEOUS ANISOTROPY 205 10.1.1 KASNER SOLUTION 206 10.2
GROWING MODES 207 10.3 THE ROTATING UNIVERSE 208 10.4 THE ARROW OF TIME
208 REFERENCE MATERIAL 210 CONSTANTS 210 USEFUL QUANTITIES 210
FORMULAE 211 SYMBOLS 212 REFERENCES 213 INDEX 217
|
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| indexdate | 2024-07-09T18:59:08Z |
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| isbn | 0750304057 9780750304054 |
| language | English |
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| spelling | Raine, Derek 1946- Verfasser (DE-588)139930027 aut An introduction to the science of cosmology Derek Raine ; Ted Thomas Bristol [u.a.] Inst. of Physics Publ. 2001 XII, 220 S. graph. Darst. txt rdacontent n rdamedia nc rdacarrier Series in astronomy and astrophysics Kosmologie gtt Cosmology General relativity (Physics) Kosmologie (DE-588)4114294-9 gnd rswk-swf Kosmologie (DE-588)4114294-9 s DE-604 Thomas, Edwin G. 1937- Verfasser (DE-588)139930140 aut GBV Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=009720952&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Raine, Derek 1946- Thomas, Edwin G. 1937- An introduction to the science of cosmology Kosmologie gtt Cosmology General relativity (Physics) Kosmologie (DE-588)4114294-9 gnd |
| subject_GND | (DE-588)4114294-9 |
| title | An introduction to the science of cosmology |
| title_auth | An introduction to the science of cosmology |
| title_exact_search | An introduction to the science of cosmology |
| title_full | An introduction to the science of cosmology Derek Raine ; Ted Thomas |
| title_fullStr | An introduction to the science of cosmology Derek Raine ; Ted Thomas |
| title_full_unstemmed | An introduction to the science of cosmology Derek Raine ; Ted Thomas |
| title_short | An introduction to the science of cosmology |
| title_sort | an introduction to the science of cosmology |
| topic | Kosmologie gtt Cosmology General relativity (Physics) Kosmologie (DE-588)4114294-9 gnd |
| topic_facet | Kosmologie Cosmology General relativity (Physics) |
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