Claude Cohen-Tannoudji - Quantum Mechanics, Volume 3

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This new, third volume of Cohen-Tannoudji's groundbreaking textbook covers advanced topics of quantum mechanics such as uncorrelated and correlated identical particles, the quantum theory of the electromagnetic field, absorption, emission and scattering of photons by atoms, and quantum entanglement. Written in a didactically unrivalled manner, the textbook explains the fundamental concepts in seven chapters which are elaborated in accompanying complements that provide more detailed discussions, examples and applications.<br> <br> * Completing the success story: the third and final volume of the quantum mechanics textbook written by 1997 Nobel laureate Claude Cohen-Tannoudji and his colleagues Bernard Diu and Franck Laloë<br> * As easily comprehensible as possible: all steps of the physical background and its mathematical representation are spelled out explicitly<br> * Comprehensive: in addition to the fundamentals themselves, the books comes with a wealth of elaborately explained examples and applications<br> <br> Claude Cohen-Tannoudji was a researcher at the Kastler-Brossel laboratory of the Ecole Normale Supérieure in Paris where he also studied and received his PhD in 1962. In 1973 he became Professor of atomic and molecular physics at the Collège des France. His main research interests were optical pumping, quantum optics and atom-photon interactions. In 1997, Claude Cohen-Tannoudji, together with Steven Chu and William D. Phillips, was awarded the Nobel Prize in Physics for his research on laser cooling and trapping of neutral atoms.<br> <br> Bernard Diu was Professor at the Denis Diderot University (Paris VII). He was engaged in research at the Laboratory of Theoretical Physics and High Energy where his focus was on strong interactions physics and statistical mechanics.<br> <br> Franck Laloë was a researcher at the Kastler-Brossel laboratory of the Ecole Normale Supérieure in Paris. His first assignment was with the University of Paris VI before he was appointed to the CNRS, the French National Research Center. His research was focused on optical pumping, statistical mechanics of quantum gases, musical acoustics and the foundations of quantum mechanics.<br>

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9 Chapter: XXI QUANTUM ENTANGLEMENT, MEASUREMENTS, BELL’S INEQUALITIES A. Introducing entanglement, goals of this chapter B. Entangled states of two spin-1/2 systems C. Entanglement between more general systems D. Ideal measurement and entangled states E. “Which path” experiment: can one determine the path followed by the photon in Young’s double slit experiment? F. Entanglement, non-locality, Bell’s theorem COMPLEMENTS OF CHAPTER XXI, READER’S GUIDE Complement A XXIDensity operator and correlations; separability 1. Von Neumann statistical entropy 2. Differences between classical and quantum correlations 3. Separability Complement B XXIGHZ states, entanglement swapping 1. Sign contradiction in a GHZ state 2. Entanglement swapping Complement C XXIMeasurement induced relative phase between two condensates 1. Probabilities of single, double, etc. position measurements 2. Measurement induced enhancement of entanglement 3. Detection of a large number Q of particles Complement D XXIEmergence of a relative phase with spin condensates; macroscopic non-locality and the EPR argument 1. Two condensates with spins 2. Probabilities of the different measurement results 3. Discussion

10 Appendix IV: Feynman path integral 1. Quantum propagator of a particle 2. Interpretation in terms of classical histories 3. Discussion; a new quantization rule 4. Operators

11 Appendix V: Lagrange multipliers 1. Function of two variables 2. Function of AT variables

12 Appendix VI: Brief review of Quantum Statistical Mechanics 1. Statistical ensembles 2. Intensive or extensive physical quantities

13 Appendix VII: Wigner transform 1. Delta function of an operator 2. Wigner distribution of the density operator (spinless particle) 3. Wigner transform of an operator 4. Generalizations 5. Discussion: Wigner distribution and quantum effects

14 Bibliography of volume III

15 Index

16 End User License Agreement

List of Illustrations

1 Chapter XV Figure 1: Physical interaction between two identical particles: initially in the… Figure 2: Two diagrams representing schematically the two terms appearing in equ… Figure 3: Schematic representation of a direct term (left diagram where each par…

2 Complement BXV Figure 1: Quantum distribution functions of Fermi-Dirac Quantum Mechanics Volume 3 - изображение 1(for fermions, lower c… Figure 2: Variations of the particle number Quantum Mechanics Volume 3 - изображение 2for an ideal fermion gas, as a fun… Figure 3: Variations of the total particle number картинка 3in a non-condensed ideal Bos…

3 Complement CXV Figure 1: Variation as a function of the position x of the wave function φ(x) in…

4 Complement DXV Figure 1: Bogolubov spectrum: variations of the function ω(k) given by equation … Figure 2: A repulsive boson gas is contained in a toroidal box. All the bosons a… Figure 3: Plots of the energy of a rotating repulsive boson system, in a coheren…

5 Complement GXV Figure 1: Plot of the function x lnx. At x = 1, this curve is tangent to the lin…

6 Complement HXVFigure 1: Plots of the functions F (1)(solid line) and F (2)(dashed line) as a f…Figure 2: Plots of the functions F (1)(solid line) and F (2)(dashed line) in the…Figure 3: Beyond the critical point, the function F (1)intersects the first bise…Figure 4: Geometric solutions of equations (40) and (42) for a gas of repulsive …Figure 5: but for an attractive boson gas (where картинка 4is negative). When the attrac…

7 Complement AXVIFigure 1: Plot of the function F ±(x) as a function of the dimensionless variabl…Figure 2: Plot, as a function of the dimensionless variable K F|r′′ – r|, of the…Figure 3: Plot of the function G 1(r; r′) = x 0+ Q(r – r′) for bosons, as a funct…

8 Chapter XVIIFigure 1: This diagram symbolizes the terms that come into play in the computati…Figure 2: Diagram symbolizing the pair-pair term of the binary correlation funct…

9 Chapter XVIIIFigure 1: For each vector k, the transverse fields can have two polarizations ch…

10 Complement AXIXFigure 1: Because of the recoil effect of the atom, the absorption and emission …Figure 2: Schematic diagram of a Zeeman slower. The atomic beam is cooled by a l…Figure 3: Principle of Doppler laser cooling. An atom moving with velocity υ alo…Figure 4: Populations σ bb(δ 1) and σ bb(δ 2) excited in the upper state by wave 1, …Figure 5: Principle of the magneto-optical trap. The transition used is a J g= 0…Figure 6: The external potential trapping the ion is the same when the ion is in…Figure 7: Saturated absorption spectroscopy. This figure plots the absorption pr…

11 Complement CXIXFigure 1: Selection rules for an electric or magnetic dipole transition. The mag…Figure 2: Energy diagram and Zeeman structure of the 6 1S 0→ 6 3P 1transition of t…Figure 3: Principle of optical pumping for a J g= 1/2 → J e= 1/2 transition. The…

12 Chapter XXFigure 1: The function to be integrated in expression (B-16) yielding the absorp…Figure 2: First diagram representation of the scattering processes labeled (α) a…Figure 3: Another possible diagram representation of the scattering processes (α…Figure 4: Raman scattering: an atom in state a absorbs an incident photon, with …Figure 5: The left-hand side of the figure represents a stimulated Raman process…

13 Complement AXXFigure 1: During a two-photon transition, the atom goes from state a to state a …Figure 2: Two diagrams schematizing a two-photon transition with a multimode sou…

14 Complement BXXFigure 1: Photoionization of an atom. State a is the ground state, state c one o…Figure 2: Atom A emits a photon described by a wave packet ϕ. This wave packet g…Figure 3: Intensity correlations in the resonance fluorescence of a single ion e…Figure 4: Two-photon photoionization. The atom goes from state a to state b, whi…Figure 5: Effective potential seen by an electron undergoing tunnel ionization.…

15 Complement CXXFigure 1: Energy levels of the system atom + photon in the absence of coupling.…Figure 2: Energies of the states of the system A + L within ε(N), in the absence…Figure 3: Non-perturbed states (left-hand side of the picture) and perturbed sta…Figure 4: Plots of the light shift ħδ g(dashed line curve) and of the radiative …Figure 5: The left-hand side of the figure represents the J g= 1/2 → J e= 1/2 tr…Figure 6: Energies of the dressed states |ψ ±(N)〉 (solid lines) and of the non-pe…Figure 7: Radiative transitions between one of the two states |ψ ±(N)〉 of multipl…Figure 8: Energy levels of the system atom + field for low values of the photon …

16 Complement DXXFigure 1: (a) A laser beam traveling within a block of glass (shaded in grey in …Figure 2: Schematic representation of a two-dimensional optical lattice: placed …Figure 3: Laser configuration with a space-dependent polarization: two laser wav…Figure 4: Transition 1/2 ↔ 3/2. The oblique upwards arrows show the transitions …Figure 5: Principle of Sisyphus cooling: an atom in state g +1/2moving from a po…

17 Complement EXXFigure 1: An incident photon, with angular frequency ω 0is scattered by an atomi…Figure 2: A pump beam with angular frequency ω 0, propagating along a direction w…

18 Chapter XXIFigure 1: Young’s double slit experiment using a plate P, mobile along the x axi…Figure 2: In an EPRB experiment, a source S emits pairs of particles in a single…Figure 3: Source S emits particles toward two measuring apparatus located far aw…Figure 4: Position of the four vecteurs a, b, a’ and b’ leading to a maximum vio…

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