Description

Book Synopsis

Motivates students by challenging them with real-life applications of the somtimes esoteric aspects of quantum mechanics that they are learning.

Offers completely original excerices developed at teh Ecole Polytechnique in France, which is know for its innovative and original teaching methods.

Problems from modern physics to help the student apply just-learnt theory to fields such as molecular physics, condensed matter physics or laser physics.



Trade Review

From the reviews of the second edition:

"This problem based textbook is a concise and particularly useful reference of quantum mechanics as used in a large range of modern applications in physics. … At the end of each section worked solutions, references and general comments are given … . this book of problems would be very useful for any physics departmental, or indeed individual research group, library. Highly recommended." (Lloyd C L Hollenberg, Australian Physics, Vol. 32 (6), 2007)



Table of Contents
Elementary Particles, Nuclei and Atoms.- Neutrino Oscillations.- Summary of Quantum Mechanics.- Quantum Entanglement and Measurement.- The EPR Problem and Bell’s Inequality.- Complex Systems.- Exact Results for the Three-Body Problem.- Atomic Clocks.- Neutron Interferometry.- Spectroscopic Measurement on a Neutron Beam.- Analysis of a Stern-Gerlach Experiment.- Measuring the Electron Magnetic Moment Anomaly.- Decay of a Tritium Atom.- The Spectrum of Positronium.- The Hydrogen Atom in Crossed Fields.- Energy Loss of Ions in Matter.- Schrödinger’s Cat.- Quantum Cryptography.- Direct Observation of Field Quantization.- Ideal Quantum Measurement.- The Quantum Eraser.- A Quantum Thermometer.- Properties of a Bose-Einstein Condensate.- Magnetic Excitons.- A Quantum Box.- Colored Molecular Ions.- Hyperfine Structure in Electron Spin Resonance.- Probing Matter with Positive Muons.- Quantum Reflection of Atoms from a Surface.- Laser Cooling and Trapping.- Bloch Oscillations.

The Quantum Mechanics Solver: How to Apply Quantum Theory to Modern Physics

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    Order before 4pm today for delivery by Wed 24 Jun 2026.

    A Hardback by Jean-Louis Basdevant, Jean Dalibard

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      View other formats and editions of The Quantum Mechanics Solver: How to Apply Quantum Theory to Modern Physics by Jean-Louis Basdevant

      Publisher: Springer-Verlag Berlin and Heidelberg GmbH & Co. KG
      Publication Date: 13/09/2005
      ISBN13: 9783540277217, 978-3540277217
      ISBN10: 3540277218

      Description

      Book Synopsis

      Motivates students by challenging them with real-life applications of the somtimes esoteric aspects of quantum mechanics that they are learning.

      Offers completely original excerices developed at teh Ecole Polytechnique in France, which is know for its innovative and original teaching methods.

      Problems from modern physics to help the student apply just-learnt theory to fields such as molecular physics, condensed matter physics or laser physics.



      Trade Review

      From the reviews of the second edition:

      "This problem based textbook is a concise and particularly useful reference of quantum mechanics as used in a large range of modern applications in physics. … At the end of each section worked solutions, references and general comments are given … . this book of problems would be very useful for any physics departmental, or indeed individual research group, library. Highly recommended." (Lloyd C L Hollenberg, Australian Physics, Vol. 32 (6), 2007)



      Table of Contents
      Elementary Particles, Nuclei and Atoms.- Neutrino Oscillations.- Summary of Quantum Mechanics.- Quantum Entanglement and Measurement.- The EPR Problem and Bell’s Inequality.- Complex Systems.- Exact Results for the Three-Body Problem.- Atomic Clocks.- Neutron Interferometry.- Spectroscopic Measurement on a Neutron Beam.- Analysis of a Stern-Gerlach Experiment.- Measuring the Electron Magnetic Moment Anomaly.- Decay of a Tritium Atom.- The Spectrum of Positronium.- The Hydrogen Atom in Crossed Fields.- Energy Loss of Ions in Matter.- Schrödinger’s Cat.- Quantum Cryptography.- Direct Observation of Field Quantization.- Ideal Quantum Measurement.- The Quantum Eraser.- A Quantum Thermometer.- Properties of a Bose-Einstein Condensate.- Magnetic Excitons.- A Quantum Box.- Colored Molecular Ions.- Hyperfine Structure in Electron Spin Resonance.- Probing Matter with Positive Muons.- Quantum Reflection of Atoms from a Surface.- Laser Cooling and Trapping.- Bloch Oscillations.

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