Subatomic physics: an introduction to nuclear and particle physics, and astrophysics
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| Format: | Book |
| Language: | English |
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New Jersey ; London ; Singapore ; Beijing ; Shanghai ; Hong Kong ; Taipei ; Chennai ; Tokyo
World Scientific
[2021]
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| Subjects: | |
| Online Access: | Inhaltsverzeichnis |
| Physical Description: | xv, 485 Seiten Illustrationen, Diagramme (teilweise farbig) |
| ISBN: | 9789811229794 |
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| 245 | 1 | 0 | |a Subatomic physics |b an introduction to nuclear and particle physics, and astrophysics |c John Demetrius Vergados, University of Ioannina, Greece, Charalampos Mustakidis, Aristotle University of Theassaloniki, Greece |
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| 264 | 4 | |c © 2021 | |
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Record in the Search Index
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Contents 0.1 1. Brief elementary particle history 1.1 1.2 1.3 1.4 1.5 1.6 1.7 2. PREFACE. A panoramic view of the world. Are there elementary constituents of matter? . The early years. The Rutherford experiment. The chaos is coming again — A new particle zoo. The quark model. Problems . vii 1 1 2 6 7 13 14 18 Nuclear physics 21 2.1 22 23 25 27 28 31 33 34 37 38 38 41 43 44 47 2.2 2.3 2.4 Some gross properties of nuclei. 2.1.1 The stability line. 2.1.2 Nuclear densities. 2.1.3 Cross section. 2.1.4 Nuclear form factor. 2.1.5 Binding energies of nuclei . 2.1.6 The Bethe-Weizsäcker formula. 2.1.7 Q-values . Probing the nucleus. Nuclear forces. 2.3.1 Nuclear
potentials. 2.3.2 An example — The bound state of the deuteron . Simple nuclear models. 2.4.1 The Liquid drop model. 2.4.2 The Fermi gas model. ix
Subatomic Physics x 2.5 2.6 2.7 3. 4. 6. 51 52 54 56 58 65 65 67 68 72 73 Introduction to special theory ofrelativity 91 3.1 91 93 95 Lorentz transformations. 3.1.1 Lorentz invariant quantities. 3.1.2 Covariant and contravariant derivatives. Resonance-decay widths 4.1 4.2 5. The nuclear shell model. 2.5.1 The story of the magic numbers. 2.5.2 The spin-orbit interaction; The shell model . 2.5.3 The large basis shell model (LBSM). 2.5.4 A simple shell model calculation — The A = 14 system . Relativistic mean field theory. 2.6.1 General concepts of RMF. 2.6.2 The Lagrangian density. 2.6.3 The relativistic mean field equations. 2.6.4 Applications. Problems . The notion of a resonance. Applications — The determination of very short lifetimes 97 97 100 Elementary scattering theory 103 5.1 5.2 103 106 Elements of scattering theory. Hard sphere scattering. Nuclear instability 6.1
6.2 6.3 6.4 6.5 6.6 109 Alpha decay. 109 6.1.1 The formulation of a-decay. 110 6.1.2 The tunneling effect. Ill Electromagnetic transitions — Gamma decay. 116 6.2.1 The dipole approximation. 117 6.2.2 Excitation of electrons in the dipole approximation 123 Nuclear magnetic moments — Magnetic Mitransitions . 124 Mössbauer effect . 126 Nuclear fission. 129 Beta decays. 133 6.6.1 Kinematics of beta decay. 137
Contents 6.7 7. 155 7.1 7.2 155 157 163 167 168 170 171 172 172 175 181 184 185 189 7.4 7.5 7.6 Cosmic rays. Nucleosynthesis. 7.2.1 Fusion of hydrogen tohelium in stars. 7.2.2 Solar neutrinos. 7.2.3 Summary on nucleosynthesis. Supernova neutrinos. 7.3.1 Core-collapse superonova and neutrino ejection . . 7.3.2 The supernova neutrino flux. 7.3.3 Neutrino mass. Stellar evolution . Neutron stars. 7.5.1 Nuclear symmetry energy. 7.5.2 An application. Problems . Applications of nuclear science 195 8.1 195 196 198 199 200 200 202 203 204 207 8.2 8.3 9. 140 144 145 147 148 Nuclear astrophysics 7.3 8. 6.6.2 The beta decay nuclearmatrix element. 6.6.3 Single particle or single hole nuclear systems . . . 6.6.4 Electron capture. 6.6.5 Neutrino nucleus scattering. Problems
. xi Dating of old samples . 8.1.1 Dating of organic samples. 8.1.2 Dating of old glaciers. 8.1.3 Dating of old rocks . Radioisotopes in medicine. 8.2.1 Radio-diagnosis . 8.2.2 Radiotherapy. Nuclear power. 8.3.1 Energy production in reactors. 8.3.2 Energy production by fusion. Introductory particle physics 211 9.1 9.2 9.3 211 214 216 The natural system of units. The Planck natural system ofunits. Relativistic effects .
Subatomic Physics xii 9.3.1 9.3.2 9.4 9.5 9.6 9.7 9.8 9.9 9.10 9.11 9.12 9.13 9.14 9.15 Covariant and contravariantderivatives. 216 Some simple implications of relativity to particle physics. 218 Invariants in kinematics. 220 9.4.1 Compton scattering. 221 9.4.2 Production of anti-protons in proton on proton collision. 222 Colliding beams. 222 Cross sections and luminosities. 224 9.6.1 Luminosity for fixed target experiments. 225 9.6.2 Luminosity for colliding bean։ experiments . 226 Kinematics of particle decay. 227 9.7.1 The decay of one particle into two. 228 9.7.2 The decay of one particle into three particles . . . 229 Invariant quantities in the scattering of two particles . . . 231 The resonance in elastic scattering. 235 Detection of resonances . 237 9.10.1 The signature of a resonance.238 9.10.2 The experimental determination of a resonance . . 239 Transformation properties of some non-invariant quantities 240 The Feynman diagrams and rules. 241
9.12.1 Propagators . 241 9.12.2 The simplest diagrams in quantum electrodynamics; the photon-charge interaction . . 242 9.12.3 Quantum electrodynamics; the interaction between two charges. 243 Quantum chromodynamics QCD. 243 9.13.1 Approximations at low energies-interaction potentials between quarks. 248 Some concluding remarks on QCD. 252 Problems . 252 10. The quark model for hadrons 10.1 Brief history of hadrons. 10.1.1 The notion of strangeness. 10.1.2 Resonances. 10.2 The SU(3) symmetry in the hadronzoo . 10.3 The quark model. 263 263 263 267 269 272
Contents 10.3.1 10.4 10.5 10.6 10.7 10.8 Construction of some simple states of a given symmetry. 10.3.2 The symmetry of the wave function under Sn . . . 10.3.3 The snug of antisymmetry — The color is born! . 10.3.4 The meson octet in the quark model. The extension of the hadronic sector —The charm . 10.4.1 The need for a fourth quark — The GIM mechanism. Charm is discovered — A new erabegins. New surprises — New quarks andleptons. Exotic hadrons. Problems . xiii 11. Experimental devices 11.1 Introduction. 11.2 Direction and quality if the beam. 11.2.1 The directionality of the beam. 11.2.2 Focusing of the beam — Magnetostatic lenses . . 11.3 Accelerators. 11.3.1 TANDEM accelerators . 11.3.2 Linear accelerators. 11.3.3 Circular accelerators — Synchrotrons. 11.3.4 Colliding beam accelerators. 11.3.5 Storage rings.
11.3.6 Future accelerators . 11.4 Detectors. 11.4.1 Scintillation detectors. 11.4.2 Semiconductor detectors. 11.4.3 Cherenkov counters. 11.4.4 Spark chambers. 11.4.5 Gas detectors. 11.4.6 Time projection counters (TPC). 11.4.7 Calorimetric detectors. 11.5 Problems . 12. Neutrino physics — Neutrino oscillations 12.1 The elusive neutrino. 12.2 Lepton flavor conservation. 273 276 277 279 280 281 284 288 291 293 297 297 298 299 300 305 306 307 309 312 314 316 317 320 322 323 326 328 331 336 339 343 343 344
Subatomic Physics XIV 12.3 History of neutrino oscillations. 12.4 Aspectsof neutrino masses and mixing. 12.4.1 The Majorana neutrino mass. 12.4.2 The see-saw mechanism. 12.5 Neutrino oscillations in the case of two generations . 12.5.1 Neutrino oscillations in the vacuum. 12.5.2 Neutrino oscillations in matter. 12.6 The three generation formalism. 12.7 Neutrino oscillation experiments . 12.8 The hierarchy problem. 12.9 The absolute scale of the neutrino mass . 12.10 Neutrinos as probes. 12.11 Problems . 13. Weak interactions — Beta decays-Neutrino interactions 13.1 13.2 13.3 13.4 13.5 13.6 13.7 13.8 13.9 History of beta decay. Kinematics of beta decay . The beta decay nuclear matrix element,. Applications. Electron capture. Neutrino nucleus
scattering. The charged current contribution. The neutral current contribution. Suppression of allowed beta transitions. 14. Appendix A: Aspects of the shell model wave functions — Reduced matrix elements 14.1 14.2 14.3 14.4 14.5 Review of solving the Schrödinger equation . The harmonic oscillator potential. The spin orbit coupling . Evaluation of one-body matrix elements. Problems . 15. Appendix B: Construction of wave functions of given symmetry: SU(2) and SU(3)-Young tableaux 15.1 The angular momentum-SU(2) symmetry. 15.2 Youmg tableaux. 15.3 Kronecker products [ƒ] ® [ƒ'] . 345 346 347 348 349 350 352 355 357 366 367 374 374 377 377 380 384 389 391 394 394 397 399 405 405 407 410 411 415 419 419 421 422
Contents XV 15.4 Construction of functions of a given Sn symmetry — Young operators . 428 15.5 Angular momentum decomposition of many particle configurations with single particle spin j. 430 15.6 The SU(3) group. 431 15.6.1 The flavor SU(3) group. 431 15.6.2 Construction of states of a given symmetry . 437 15.6.3 The color SU(3) group . 438 15.7 The SU(3) Gell-Mann matrices. 443 15.8 Problems . 443 16. Appendix C: Elements of the Dirac theory 449 16.1 Preliminaries; the Klein-Gordon equation . 449 16.2 The Dirac equation. 451 16.2.1 The spinors и and v. 454 16.2.2 Projection operators. 458 16.2.3 Various representations of the Dirac matrices . . . 458 16.3 Interpretation of negative energysolutions.459 16.4 Transformation of spinors under space inversion. 460 16.5 The notion of helicity. 462 16.6 Charge conjugation for 4-spinors. 465 16.7 Types of
currents. 467 16.7.1 Problems. 468 Bibliography 473 Index 479 |
| adam_txt |
Contents 0.1 1. Brief elementary particle history 1.1 1.2 1.3 1.4 1.5 1.6 1.7 2. PREFACE. A panoramic view of the world. Are there elementary constituents of matter? . The early years. The Rutherford experiment. The chaos is coming again — A new particle zoo. The quark model. Problems . vii 1 1 2 6 7 13 14 18 Nuclear physics 21 2.1 22 23 25 27 28 31 33 34 37 38 38 41 43 44 47 2.2 2.3 2.4 Some gross properties of nuclei. 2.1.1 The stability line. 2.1.2 Nuclear densities. 2.1.3 Cross section. 2.1.4 Nuclear form factor. 2.1.5 Binding energies of nuclei . 2.1.6 The Bethe-Weizsäcker formula. 2.1.7 Q-values . Probing the nucleus. Nuclear forces. 2.3.1 Nuclear
potentials. 2.3.2 An example — The bound state of the deuteron . Simple nuclear models. 2.4.1 The Liquid drop model. 2.4.2 The Fermi gas model. ix
Subatomic Physics x 2.5 2.6 2.7 3. 4. 6. 51 52 54 56 58 65 65 67 68 72 73 Introduction to special theory ofrelativity 91 3.1 91 93 95 Lorentz transformations. 3.1.1 Lorentz invariant quantities. 3.1.2 Covariant and contravariant derivatives. Resonance-decay widths 4.1 4.2 5. The nuclear shell model. 2.5.1 The story of the magic numbers. 2.5.2 The spin-orbit interaction; The shell model . 2.5.3 The large basis shell model (LBSM). 2.5.4 A simple shell model calculation — The A = 14 system . Relativistic mean field theory. 2.6.1 General concepts of RMF. 2.6.2 The Lagrangian density. 2.6.3 The relativistic mean field equations. 2.6.4 Applications. Problems . The notion of a resonance. Applications — The determination of very short lifetimes 97 97 100 Elementary scattering theory 103 5.1 5.2 103 106 Elements of scattering theory. Hard sphere scattering. Nuclear instability 6.1
6.2 6.3 6.4 6.5 6.6 109 Alpha decay. 109 6.1.1 The formulation of a-decay. 110 6.1.2 The tunneling effect. Ill Electromagnetic transitions — Gamma decay. 116 6.2.1 The dipole approximation. 117 6.2.2 Excitation of electrons in the dipole approximation 123 Nuclear magnetic moments — Magnetic Mitransitions . 124 Mössbauer effect . 126 Nuclear fission. 129 Beta decays. 133 6.6.1 Kinematics of beta decay. 137
Contents 6.7 7. 155 7.1 7.2 155 157 163 167 168 170 171 172 172 175 181 184 185 189 7.4 7.5 7.6 Cosmic rays. Nucleosynthesis. 7.2.1 Fusion of hydrogen tohelium in stars. 7.2.2 Solar neutrinos. 7.2.3 Summary on nucleosynthesis. Supernova neutrinos. 7.3.1 Core-collapse superonova and neutrino ejection . . 7.3.2 The supernova neutrino flux. 7.3.3 Neutrino mass. Stellar evolution . Neutron stars. 7.5.1 Nuclear symmetry energy. 7.5.2 An application. Problems . Applications of nuclear science 195 8.1 195 196 198 199 200 200 202 203 204 207 8.2 8.3 9. 140 144 145 147 148 Nuclear astrophysics 7.3 8. 6.6.2 The beta decay nuclearmatrix element. 6.6.3 Single particle or single hole nuclear systems . . . 6.6.4 Electron capture. 6.6.5 Neutrino nucleus scattering. Problems
. xi Dating of old samples . 8.1.1 Dating of organic samples. 8.1.2 Dating of old glaciers. 8.1.3 Dating of old rocks . Radioisotopes in medicine. 8.2.1 Radio-diagnosis . 8.2.2 Radiotherapy. Nuclear power. 8.3.1 Energy production in reactors. 8.3.2 Energy production by fusion. Introductory particle physics 211 9.1 9.2 9.3 211 214 216 The natural system of units. The Planck natural system ofunits. Relativistic effects .
Subatomic Physics xii 9.3.1 9.3.2 9.4 9.5 9.6 9.7 9.8 9.9 9.10 9.11 9.12 9.13 9.14 9.15 Covariant and contravariantderivatives. 216 Some simple implications of relativity to particle physics. 218 Invariants in kinematics. 220 9.4.1 Compton scattering. 221 9.4.2 Production of anti-protons in proton on proton collision. 222 Colliding beams. 222 Cross sections and luminosities. 224 9.6.1 Luminosity for fixed target experiments. 225 9.6.2 Luminosity for colliding bean։ experiments . 226 Kinematics of particle decay. 227 9.7.1 The decay of one particle into two. 228 9.7.2 The decay of one particle into three particles . . . 229 Invariant quantities in the scattering of two particles . . . 231 The resonance in elastic scattering. 235 Detection of resonances . 237 9.10.1 The signature of a resonance.238 9.10.2 The experimental determination of a resonance . . 239 Transformation properties of some non-invariant quantities 240 The Feynman diagrams and rules. 241
9.12.1 Propagators . 241 9.12.2 The simplest diagrams in quantum electrodynamics; the photon-charge interaction . . 242 9.12.3 Quantum electrodynamics; the interaction between two charges. 243 Quantum chromodynamics QCD. 243 9.13.1 Approximations at low energies-interaction potentials between quarks. 248 Some concluding remarks on QCD. 252 Problems . 252 10. The quark model for hadrons 10.1 Brief history of hadrons. 10.1.1 The notion of strangeness. 10.1.2 Resonances. 10.2 The SU(3) symmetry in the hadronzoo . 10.3 The quark model. 263 263 263 267 269 272
Contents 10.3.1 10.4 10.5 10.6 10.7 10.8 Construction of some simple states of a given symmetry. 10.3.2 The symmetry of the wave function under Sn . . . 10.3.3 The snug of antisymmetry — The color is born! . 10.3.4 The meson octet in the quark model. The extension of the hadronic sector —The charm . 10.4.1 The need for a fourth quark — The GIM mechanism. Charm is discovered — A new erabegins. New surprises — New quarks andleptons. Exotic hadrons. Problems . xiii 11. Experimental devices 11.1 Introduction. 11.2 Direction and quality if the beam. 11.2.1 The directionality of the beam. 11.2.2 Focusing of the beam — Magnetostatic lenses . . 11.3 Accelerators. 11.3.1 TANDEM accelerators . 11.3.2 Linear accelerators. 11.3.3 Circular accelerators — Synchrotrons. 11.3.4 Colliding beam accelerators. 11.3.5 Storage rings.
11.3.6 Future accelerators . 11.4 Detectors. 11.4.1 Scintillation detectors. 11.4.2 Semiconductor detectors. 11.4.3 Cherenkov counters. 11.4.4 Spark chambers. 11.4.5 Gas detectors. 11.4.6 Time projection counters (TPC). 11.4.7 Calorimetric detectors. 11.5 Problems . 12. Neutrino physics — Neutrino oscillations 12.1 The elusive neutrino. 12.2 Lepton flavor conservation. 273 276 277 279 280 281 284 288 291 293 297 297 298 299 300 305 306 307 309 312 314 316 317 320 322 323 326 328 331 336 339 343 343 344
Subatomic Physics XIV 12.3 History of neutrino oscillations. 12.4 Aspectsof neutrino masses and mixing. 12.4.1 The Majorana neutrino mass. 12.4.2 The see-saw mechanism. 12.5 Neutrino oscillations in the case of two generations . 12.5.1 Neutrino oscillations in the vacuum. 12.5.2 Neutrino oscillations in matter. 12.6 The three generation formalism. 12.7 Neutrino oscillation experiments . 12.8 The hierarchy problem. 12.9 The absolute scale of the neutrino mass . 12.10 Neutrinos as probes. 12.11 Problems . 13. Weak interactions — Beta decays-Neutrino interactions 13.1 13.2 13.3 13.4 13.5 13.6 13.7 13.8 13.9 History of beta decay. Kinematics of beta decay . The beta decay nuclear matrix element,. Applications. Electron capture. Neutrino nucleus
scattering. The charged current contribution. The neutral current contribution. Suppression of allowed beta transitions. 14. Appendix A: Aspects of the shell model wave functions — Reduced matrix elements 14.1 14.2 14.3 14.4 14.5 Review of solving the Schrödinger equation . The harmonic oscillator potential. The spin orbit coupling . Evaluation of one-body matrix elements. Problems . 15. Appendix B: Construction of wave functions of given symmetry: SU(2) and SU(3)-Young tableaux 15.1 The angular momentum-SU(2) symmetry. 15.2 Youmg tableaux. 15.3 Kronecker products [ƒ] ® [ƒ'] . 345 346 347 348 349 350 352 355 357 366 367 374 374 377 377 380 384 389 391 394 394 397 399 405 405 407 410 411 415 419 419 421 422
Contents XV 15.4 Construction of functions of a given Sn symmetry — Young operators . 428 15.5 Angular momentum decomposition of many particle configurations with single particle spin j. 430 15.6 The SU(3) group. 431 15.6.1 The flavor SU(3) group. 431 15.6.2 Construction of states of a given symmetry . 437 15.6.3 The color SU(3) group . 438 15.7 The SU(3) Gell-Mann matrices. 443 15.8 Problems . 443 16. Appendix C: Elements of the Dirac theory 449 16.1 Preliminaries; the Klein-Gordon equation . 449 16.2 The Dirac equation. 451 16.2.1 The spinors и and v. 454 16.2.2 Projection operators. 458 16.2.3 Various representations of the Dirac matrices . . . 458 16.3 Interpretation of negative energysolutions.459 16.4 Transformation of spinors under space inversion. 460 16.5 The notion of helicity. 462 16.6 Charge conjugation for 4-spinors. 465 16.7 Types of
currents. 467 16.7.1 Problems. 468 Bibliography 473 Index 479 |
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| owner | DE-11 DE-703 |
| owner_facet | DE-11 DE-703 |
| physical | xv, 485 Seiten Illustrationen, Diagramme (teilweise farbig) |
| publishDate | 2021 |
| publishDateSearch | 2021 |
| publishDateSort | 2021 |
| publisher | World Scientific |
| record_format | marc |
| spelling | Vergados, John D. 1937- Verfasser (DE-588)17243291X aut Subatomic physics an introduction to nuclear and particle physics, and astrophysics John Demetrius Vergados, University of Ioannina, Greece, Charalampos Mustakidis, Aristotle University of Theassaloniki, Greece New Jersey ; London ; Singapore ; Beijing ; Shanghai ; Hong Kong ; Taipei ; Chennai ; Tokyo World Scientific [2021] © 2021 xv, 485 Seiten Illustrationen, Diagramme (teilweise farbig) txt rdacontent n rdamedia nc rdacarrier Kernphysik (DE-588)4030340-8 gnd rswk-swf Elementarteilchenphysik (DE-588)4014414-8 gnd rswk-swf Kernphysik (DE-588)4030340-8 s DE-604 Elementarteilchenphysik (DE-588)4014414-8 s Moustakidis, Charalampos Verfasser aut Erscheint auch als Online-Ausgabe 978-981-122-980-0 Erscheint auch als Online-Ausgabe 978-981-122-981-7 Digitalisierung UB Bayreuth - ADAM Catalogue Enrichment application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=032540704&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Vergados, John D. 1937- Moustakidis, Charalampos Subatomic physics an introduction to nuclear and particle physics, and astrophysics Kernphysik (DE-588)4030340-8 gnd Elementarteilchenphysik (DE-588)4014414-8 gnd |
| subject_GND | (DE-588)4030340-8 (DE-588)4014414-8 |
| title | Subatomic physics an introduction to nuclear and particle physics, and astrophysics |
| title_auth | Subatomic physics an introduction to nuclear and particle physics, and astrophysics |
| title_exact_search | Subatomic physics an introduction to nuclear and particle physics, and astrophysics |
| title_exact_search_txtP | Subatomic physics an introduction to nuclear and particle physics, and astrophysics |
| title_full | Subatomic physics an introduction to nuclear and particle physics, and astrophysics John Demetrius Vergados, University of Ioannina, Greece, Charalampos Mustakidis, Aristotle University of Theassaloniki, Greece |
| title_fullStr | Subatomic physics an introduction to nuclear and particle physics, and astrophysics John Demetrius Vergados, University of Ioannina, Greece, Charalampos Mustakidis, Aristotle University of Theassaloniki, Greece |
| title_full_unstemmed | Subatomic physics an introduction to nuclear and particle physics, and astrophysics John Demetrius Vergados, University of Ioannina, Greece, Charalampos Mustakidis, Aristotle University of Theassaloniki, Greece |
| title_short | Subatomic physics |
| title_sort | subatomic physics an introduction to nuclear and particle physics and astrophysics |
| title_sub | an introduction to nuclear and particle physics, and astrophysics |
| topic | Kernphysik (DE-588)4030340-8 gnd Elementarteilchenphysik (DE-588)4014414-8 gnd |
| topic_facet | Kernphysik Elementarteilchenphysik |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=032540704&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
| work_keys_str_mv | AT vergadosjohnd subatomicphysicsanintroductiontonuclearandparticlephysicsandastrophysics AT moustakidischaralampos subatomicphysicsanintroductiontonuclearandparticlephysicsandastrophysics |