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Quantum Stochastic Thermodynamics: Foundations and Selected Applications [Kõva köide]

(Universitat Autònoma de Barcelona)
  • Formaat: Hardback, 334 pages, kõrgus x laius x paksus: 252x175x19 mm, kaal: 782 g, 30 B&W and 18 colour illustrations
  • Sari: Oxford Graduate Texts
  • Ilmumisaeg: 28-Jan-2022
  • Kirjastus: Oxford University Press
  • ISBN-10: 0192895583
  • ISBN-13: 9780192895585
  • Formaat: Hardback, 334 pages, kõrgus x laius x paksus: 252x175x19 mm, kaal: 782 g, 30 B&W and 18 colour illustrations
  • Sari: Oxford Graduate Texts
  • Ilmumisaeg: 28-Jan-2022
  • Kirjastus: Oxford University Press
  • ISBN-10: 0192895583
  • ISBN-13: 9780192895585
The theory of thermodynamics has been one of the bedrocks of 19th-century physics, and thermodynamic problems have inspired Planck's quantum hypothesis. One hundred years later, in an era where we design increasingly sophisticated nanotechnologies, researchers in quantum physics have been
'returning to their roots', attempting to reconcile modern nanoscale devices with the theory of thermodynamics. This textbook explains how it is possible to unify the two opposite pictures of microscopic quantum physics and macroscopic thermodynamics in one consistent framework, proving that the
ancient theory of thermodynamics still offers many remarkable insights into present-day problems.

This textbook focuses on the microscopic derivation and understanding of key principles and concepts and their interrelation. The topics covered in this book include (quantum) stochastic processes, (quantum) master equations, local detailed balance, classical stochastic thermodynamics, (quantum)
fluctuation theorems, strong coupling and non-Markovian effects, thermodynamic uncertainty relations, operational approaches, Maxwell's demon, and time-reversal symmetry, among other topics.

The textbook also explores several practical applications of the theory in more detail, including single-molecule pulling experiments, quantum transport and thermoelectric effects in quantum dots, the micromaser, and related setups in quantum optics.

The aim of this book is to inspire readers to investigate a plethora of modern nanoscale devices from a thermodynamic point of view, allowing them to address their dissipation, efficiency, reliability, and power based on a conceptually clear understanding about the microscopic origin of heat,
entropy, and the second law. The book is accessible to graduate students, post-docs, and lecturers, but will also be of interest to all researchers striving for a deeper understanding of the laws of thermodynamics beyond their traditional realm of applicability.

Arvustused

Strasberg offers a valuable contribution to the field of thermodynamics, a discipline that provides the underpinnings for analyzing quantum systems. The book will be ideal as a required text for a graduate-level technical elective. It can also be a useful resource for researchers employed in high-tech industries and as a reference for graduate research students in physics and engineering with major interests in developing efficient, cost-effective future generation technologies, e.g., the new generation of thermoelectric power generators. * Raymond Laoulache, University of Massachusetts Dartmouth, Professor of Mechanical Engineering * A very attractive book covering basic concepts as well as some advanced topics, with worked examples at chapter ends. * Ángel Rivas, Universidad Complutense de Madrid * This coherent presentation of a timely topic is a significant achievement with nothing comparable on the market. * Udo Seifert, University of Stuttgart * Highly welcome by everybody looking for an understandable exposition of the theoretical foundations of a rapidly evolving field. * Andreas Engel, University of Oldenburg * In Quantum Stochastic Thermodynamics, Philip Strasberg has succeeded in giving clarity on an ever evolving and often misleading topic. I am convinced that this book will be the starting point for researchers and graduate students entering the field. It is written in a coherent fashion covering all of the essential material on what I believe, in lieu of the prevalence of imperfect quantum technologies, will become increasingly important. * John Goold, Trinity College, Dublin *

1 Quantum Stochastic Processes
1(42)
1.1 Isolated Quantum Systems
1(2)
1.2 System-Bath Theories and the Origin of Noise
3(5)
1.3 Equilibrium States of Open Quantum Systems
8(4)
1.4 Quantum Measurement Theory
12(5)
1.5 Operations, Interventions and Instruments
17(5)
1.6 Classical Stochastic Processes
22(3)
1.7 Quantum Stochastic Processes
25(8)
1.8 Quantum Markov Processes and Dynamical Maps
33(3)
1.9 Classical Quantum Stochastic Processes
36(7)
Further reading
41(2)
2 Classical Stochastic Thermodynamics
43(61)
2.1 Phenomenological Non-Equilibrium Thermodynamics
43(4)
2.2 From Equilibrium Entropies to Landauer's Principle
47(7)
2.3 Classical Markov Processes and Local Detailed Balance
54(7)
2.4 Fluctuating Internal Energy, Heat, Work and Entropy
61(8)
2.5 Coarse-Graining and Time-Scale Separation
69(6)
2.6 Time-Reversed Trajectories and Fluctuation Theorems
75(6)
2.7 Work Fluctuation Theorems
81(8)
2.8 Strong Coupling Corrections
89(8)
2.9 Measuring Free Energies of Complex Molecules
97(7)
Further reading
101(3)
3 Quantum Thermodynamics Without Measurements
104(71)
3.1 Mechanical Work in the Quantum Regime
104(4)
3.2 Quantum Master Equations in the Weak Coupling Regime
108(8)
3.3 Properties of the Born-Markov Secular Master Equation
116(3)
3.4 Thermodynamics in the Born-Markov Secular Approximation
119(5)
3.5 Work Extraction from Small Systems
124(6)
3.6 Correlations and the Zeroth Law of Thermodynamics
130(5)
3.7 Exact Dissipation Inequalities
135(5)
3.8 Nonequilibrium Entropy, Entropy Production and Finite Baths
140(9)
3.9 Non-Equilibrium Resources and Repeated Interactions
149(9)
3.10 Particle Transport and Thermoelectric Devices
158(17)
Further reading
172(3)
4 Quantum Fluctuation Theorems
175(48)
4.1 Two-Point Measurement Scheme
175(4)
4.2 Work Fluctuation Theorems for Quantum Systems
179(4)
4.3 Exchange and Further Fluctuation Theorems
183(6)
4.4 Counting Field Methods for Quantum Master Equations
189(7)
4.5 Stochastic Quantum Jump Trajectories
196(10)
4.6 Thermodynamic Uncertainty Relations
206(6)
4.7 (Impossibility of) Carnot Efficiency at Finite Power
212(3)
4.8 Third Law of Thermodynamics
215(8)
Further reading
221(2)
5 Operational Quantum Stochastic Thermodynamics
223(50)
5.1 Classicality of Quantum Fluctuation Theorems
223(2)
5.2 A No-Go Theorem
225(4)
5.3 Thermodynamics of Quantum Measurements
229(6)
5.4 Stochastic Thermodynamics of Quantum Markov Processes
235(10)
5.5 Maxwell's Demon and the Thermodynamics of Feedback Control
245(7)
5.6 Autonomous Approach and Strong Coupling Corrections
252(10)
5.7 Application to Photon Number Stabilization Experiments
262(11)
Further reading
271(2)
6 Outlook
273(4)
Appendix A Concepts from Information Theory
277(6)
A.1 Basic Concepts
277(4)
A.2 Advanced Inequalities
281(2)
Further reading
282(1)
Appendix B Superoperators
283(9)
B.1 Numerically Convenient Superoperator Mapping
283(2)
B.2 The Choi-Jamiolkowski Isomorphism
285(2)
B.3 Matrix Representations of the Process Tensor
287(5)
Further reading
291(1)
Appendix C Time-Reversal Symmetry
292(14)
C.1 Time-Reversal Symmetry in Classical Mechanics
293(4)
C.2 Time-Reversal Symmetry in Quantum Mechanics
297(5)
C.3 The Arrow of Time
302(4)
Further reading
305(1)
References 306(10)
Index 316
After completing his PhD in 2015 at the Technical University of Berlin, Philipp Strasberg joined Massimiliano Esposito's group in Luxembourg to work on problems in nonequilibrium statistical mechanics and stochastic thermodynamics. In 2018, he was awarded a research fellowship at the Universitat Autònoma de Barcelona, where he works on a variety of problems related to quantum stochastic processes, open quantum systems and the microscopic foundations of nonequilibrium thermodynamics, in collaboration with Andreas Winter.