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The lecture deals with basic theoretical description of various collective modes in atomic nuclei and other many
body systems.
Last update: Krtička Milan, prof. Mgr., Ph.D. (30.04.2019)
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Podmínkou zakončení předmětu je složení ústní zkoušky. Last update: Cejnar Pavel, prof. RNDr., Dr., DSc. (07.06.2019)
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D.J. Rowe, J. Wood: Fundamentals of Nuclear Models, Foundational Models (World Scientific, New Jersey, 2010). F. Iachello, A. Arima: The interacting boson model (Cambridge Univ. Press, Cambridge, 1987). A. Frank, P. Van Isacker: Symmetry Methods in Molecules and Nuclei (S y G editores, Mexico, 2005). L.D. Carr (editor): Understanding Quantum Phase Transitions (CRC Press, Taylor-Francis Group, Boca Raton, 2011). Last update: Cejnar Pavel, prof. RNDr., Dr., DSc. (30.04.2019)
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The examination is oral and may be done in the form of a seminar-like presentation. The topic may reflect specific interests of the student. Last update: Cejnar Pavel, prof. RNDr., Dr., DSc. (07.06.2019)
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Phenomenological introduction: collective vibrations and rotations of atomic nuclei, nuclear giant resonances, vibrations of molecules, phonons in crystal lattices. Theoretical introduction: SU(2) collective dynamics in a simple quasispin system. Algebraic description of collective dynamics, spectrum generating algebras, dynamical symmetries. Simple fermionic and bosonic systems based on algebra SU(2). Nuclear Elliot model. Molecular vibron models. Nuclear interacting boson model and its generalizations. Nuclear geometric collective model. Nuclear cluster model. Coherent state method. Critical phenomena in collective dynamics. Last update: Cejnar Pavel, prof. RNDr., Dr., DSc. (30.04.2019)
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