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Index
Cover
Series
Title Page
Copyright
Dedication
Suggested Short Course
Editors' preface to the Manchester Physics Series
Authors' preface
Notes
Starred material
Website
Data
Problems
Illustrations
1: Some basic concepts
1.1 Introduction
1.2 Antiparticles
1.3 Interactions and Feynman diagrams
1.4 Particle exchange
1.5 Units and dimensions
Problems 1
Notes
2: Leptons and the weak interaction
2.1 Lepton multiplets and lepton numbers
2.2 Leptonic weak interactions
2.3 Neutrino masses and neutrino mixing
Problems 2
Notes
3: Quarks and hadrons
3.1 Quarks
3.2 General properties of hadrons
3.3 Pions and nucleons
3.4 Strange particles, charm and bottom
3.5 Short-lived hadrons
3.6 Allowed and exotic quantum numbers
Problems 3
Notes
4: Experimental methods
4.1 Overview
4.2 Accelerators and beams
4.3 Particle interactions with matter
4.4 Particle detectors
4.5 Detector systems and accelerator experiments
4.6 Non-accelerator experiments
Problems 4
Notes
5: Space–time symmetries
5.1 Translational invariance
5.2 Rotational invariance
5.3 Parity
5.4 Charge conjugation
5.5 Positronium
*5.6 Time reversal
Problems 5
Notes
6: The quark model
6.1 Isospin symmetry
6.2 The lightest hadrons
6.3 The L = 0 heavy quark states
6.4 Colour
6.5 Charmonium and bottomonium
Problems 6
Notes
7: QCD, jets and gluons
7.1 Quantum chromodynamics
7.2 Electron–positron annihilation
Problems 7
Notes
8: Quarks and partons
8.1 Elastic electron scattering: the size of the proton
8.2 Inelastic electron and muon scattering
8.3 Inelastic neutrino scattering
*8.4 Other processes
8.5 Current and constituent quarks
Problems 8
Notes
9: Weak interactions: quarks and leptons
9.1 Charged current reactions
9.2 The third generation
Problems 9
Notes
10: Weak interactions: electroweak unification
10.1 Neutral currents and the unified theory
10.2 Gauge invariance and the Higgs boson
Problems 10
Notes
11: Discrete symmetries: C, P, CP and CPT
11.1 P violation, C violation and CP conservation
11.2 CP violation and particle–antiparticle mixing
11.3 CP violation in the standard model
Problems 11
Notes
*12: Beyond the standard model
12.1 Grand unification
12.2 Supersymmetry
12.3 Strings and things
12.4 Particle physics and cosmology
12.5 Dirac or Majorana neutrinos?
Problems 12
Notes
A: Relativistic kinematics
A.1 The Lorentz transformation for energy and momentum
A.2 The invariant mass
*A.3 Transformation of the scattering angle
Problems A
Notes
B: Amplitudes and cross-sections
B.1 Rates and cross-sections
B.2 The total cross-section
B.3 Differential cross-sections
*B.4 The scattering amplitude
B.5 The Breit–Wigner formula
Problems B
Notes
*C: The isospin formalism
C.1 Isospin operators
C.2 Isospin states
C.3 Isospin multiplets
C.4 Branching ratios
C.5 Spin states
Problems C
Notes
*D: Gauge theories
D.1 Electromagnetic interactions
D.2 Gauge transformations
D.3 Gauge invariance and the photon mass
D.4 The gauge principle
D.5 The Higgs mechanism
D.6 Quantum chromodynamics
D.7 Electroweak interactions
Problems D
Notes
E: Answers to selected questions
Problems 1
Problems 2
Problems 3
Problems 4
Problems 5
Problems 6
Problems 7
Problems 8
Problems 9
Problems 10
Problems 11
Problems 12
Problems A
Problems B
Problems C
Problems D
References
Index
Back Cover
Supplemental Images
EULA
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