Liebe Besucherinnen und Besucher,
aufgrund unseres Sommerfestes sind wir am 03. September 2026 bis 14 Uhr erreichbar. Am 04. September 2026 sind wir wieder wie gewohnt für Sie da. Vielen Dank für Ihr Verständnis.
Ihr Team von Sack Fachmedien
Buch, Deutsch, 601 Seiten, Gewicht: 1775 g
Buch, Deutsch, 601 Seiten, Gewicht: 1775 g
Reihe: Elementary Particles, Nuclei and Atoms
ISBN: 978-3-540-11282-2
Verlag: Springer
Zielgruppe
Research
Autoren/Hrsg.
Fachgebiete
- Naturwissenschaften Physik Physik Allgemein
- Naturwissenschaften Chemie Chemie Allgemein
- Naturwissenschaften Physik Quantenphysik Radioaktivität
- Naturwissenschaften Physik Quantenphysik Hochenergiephysik
- Naturwissenschaften Physik Quantenphysik Teilchenphysik
- Naturwissenschaften Physik Quantenphysik Atom- und Molekülphysik
- Naturwissenschaften Physik Mechanik Klassische Mechanik, Newtonsche Mechanik
- Interdisziplinäres Wissenschaften Wissenschaften: Allgemeines Enzyklopädien, Nachschlagewerke, Wörterbücher
Weitere Infos & Material
2.0 Introduction.- 2.1.1 General remarks on partial wave and amplitude analyses.- 2.1.3 Inelastic partial wave analysis - the continuum ambiguity.- 2.1.4 Classification of partial wave analyses.- 2.1.5 The SACLAY and CERN phase shift analyses.- 2.1.6 The analysis LONDON 73 (“CBC”).- 2.1.7 The Karlsruhe-Helsinki analyses KH 78 and KH 80.- 2.1.8 The analysis LENINGRAD 78 and the SIN analyses.- 2.1.9 The Carnegie-Mellon-Berkeley analysis (CMU-LBL 79).- 2.1.10 New energy-dependent analyses.- 2.1.11 BARRELETs method.- 2.1.12 The analysis HENDRY 80.- 2.1.13 (pi-)p scattering near the eta-production threshold.- 2.1.14 The tail of high partial waves.- 2.1.15 Amplitude analyses without dispersion constraints.- 2.1.16 Amplitude analyses with dispersion constraints.- 2.1.17 Electromagnetic corrections.- 2.2.1 pi N forward amplitudes from total cross sections and dispersion relations.- 2.2.2 pi N partial wave amplitudes.- Fig. 2.2.1 - 33.- Table 2.2.2.1: KH 78 analysis.- Table 2.2.2.2 - 3: KH 80 analysis.- Table 2.2.2.4 - 5: CMU-LBL and SIN analyses.- 2.2.3 Invariant amplitudes.- 0.00 - 0.76 GeV/c.- 0.78 - 6.00 GeV/c.- Table 2.2.3.2: Below threshold.- 2.2.4 s-channel helicity amplitudes.- Table 2.2.3.3: At fixed scattering angle.- 2.3.1 Differential cross sections.- Fig. 3.1.1 - 4.- Table 2.3.1.2: Decomposition in the presence of Coulomb effects.- Table 2.3.1.1: Reconstructed from the KH solution.- Table 2.3.1.3: Legendre expansion.- 1.- 2.- 2.4.1.1 The notion of a resonance.- 2.4.1.2 Parametrizations of resonances.- 2.4.1.3 Results for the parameters of nucleon resonances.- 2.4.1.4 Nucleon resonances in other reactions than pi N -> pi N.- 2.4.1.5 Models for nucleon resonances.- 2.4.1.6 Degeneracy of the complex pole positions.- 2.4.2 Meson-nucleon coupling constants.- 2.4.3Zero trajectories.- 2.4.4 The saturation of isospin bounds.- 2.4.5 Invariant amplitudes in the unphysical region and near threshold.- Fig. 4.6.1 - 2.- Table 2.4.6.1: Partial wave amplitudes.- 2.4.6.2 pi pi-scattering phase shifts.- 2.4.6.3 Extrapolation of pi pi N anti-N partial waves to t > 0.- 2.4.7 Low energy expansions.- 2.5.1 Low-energy models for the pion-nucleon system.- 2.5.2 Electromagnetic nucleon and pion form factors.- 2.5.3 Two-pion exchange in nucleon-nucleon scattering.- 2.5.4 anti-N N pi pi amplitudes at t > 4m{2}.- 2.6.2 The Coulomb interference region.- 2.6.3 Diffraction scattering: fits to the data and amplitude analysis.- 2.6.3.1 The shape of the diffraction peak.- 2.6.3.2 The momentum dependence of (C+) and of the slope of Im(C+).- 2.6.3.3 The partial wave decomposition of the diffraction peak.- 2.6.3.4 The inelastic overlap function.- 2.6.3.5 A high energy approximation of the impact parameter formalism.- 2.6.3.6 pp-scattering amplitudes in the ISR range.- 2.6.3.7 Elastic scattering at large t.- 2.6.3.8 The isospin even s-channel helicity flip amplitude.- 2.6.4.1 The CHOU-YANG model.- 2.6.4.2 The CHENG-WU model.- 2.6.4.3 Geometrical scaling.- 2.6.4.4 The VAN HOVE model for the inelastic overlap function.- 2.6.4.5 Other s-channel models.- 2.6.4.7 General remarks on t-channel models.- 2.6.4.8 HARARIs dual absorptive model.- 2.6.4.9 Recent work on Regge pole phenomenology.- 2.6.4.10 LIPKINS two-component pomeron.- 2.6.4.11 Diffraction in electromagnetic processes.- 2.6.4.12 The transition to the wide-angle region.- 2.6.4.13 Theoretical papers on diffraction scattering.- 2.6.5 Near-forward charge-exchange scattering.- 2.6.6 Wide-angle scattering.- 2.6.7 Near-backward scattering.- 2.6.8 Total elastic and charge-exchange cross sections.- 2.6.9 Survey index for the experimental data in the near-backward u-range.- A - I.- J - Z.- Addendum: A - S.- A - C.- C - H.- H - N.- N - Z.- Addendum: A - S.- 3.3 List of pion-nucleon scattering experiments.- 1 Kinematics.- 2 Scattering amplitudes.- 3 Expansions of scattering amplitudes.- 4 Measurable quantities.- 5 Unitarity.- 6.1 Behaviour of invariant amplitudes under symmetry operations.- 6.2 The MANDELSTAM representation.- 6.3 Fixed-t dispersion relations.- 6.4 Forward dispersion relations.- 6.6 Fixed-u and fixed-s dispersion relations.- 6.7 Hyperbolic dispersion relations.- 6.8 Fixed center-of-mass angle dispersion relations.- 6.10 Fixed-nu dispersion relations.- 7 Analytic properties of partial wave amplitudes.- 8 Low energy models.- 9 Regge models.- 10 Isospin bounds.- 11 Electromagnetic nucleon and pion form factors.- 12 References.
