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Oscillations in finite quantum systems

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ISBN
0521411483

Oscillations in finite quantum systems è un atoms, many-body problem book di George F. Bertsch.

Informazioni su questo libro

This book surveys the physics of small clusters of particles undergoing vibrations, with applications in nuclear physics and the physics and chemistry of atomic clusters. The book begins with a survey of the experimental information on collective vibrations in atoms, metal clusters and nuclei. Next, the book goes on to develop theoretical tools to understand these findings. Special emphasis is placed on the Rayleigh-Ritz principle, the use of sum rules, and the quantum mechanics of mean field theory, known as "RPA". The important vibrational modes observed in the different systems are then discussed, including the dipole mode of oscillation (important in both nuclei and metal clusters), surface modes of higher polarity, and the compressional mode. In the last two chapters mechanisms for the damping of vibrational modes and the effects of excitation energy on the modes are described. . This book will be of interest to experimentalists and theorists studying finite quantum systems in nuclear physics, atomic physics or physical chemistry.

Sull'Autore

George F. Bertsch è l'autore di Oscillations in finite quantum systems. Esplora il suo catalogo completo su Booklogr.

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Domande Frequenti

Di che genere è Oscillations in finite quantum systems?+

Oscillations in finite quantum systems è un libro di Atoms, Many-body problem, Mathematical physics, Metal crystals, Nuclear physics.

Di cosa parla Oscillations in finite quantum systems?+

This book surveys the physics of small clusters of particles undergoing vibrations, with applications in nuclear physics and the physics and chemistry of atomic clusters. The book begins with a survey of the experimental information on collective vibrations in atoms, metal clusters and nuclei. Next...

Chi ha scritto Oscillations in finite quantum systems?+

Oscillations in finite quantum systems è stato scritto da George F. Bertsch.