Quantum Dynamics of Complex Molecular Systems [E-Book] / edited by David A. Micha, Irene Burghardt.
Quantum phenomena are ubiquitous in complex molecular systems - as revealed by many experimental observations based upon ultrafast spectroscopic techniques - and yet remain a challenge for theoretical analysis. The present volume, based on a May 2005 workshop, examines and reviews the state-of-the-a...
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Full text |
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Personal Name(s): | Burghardt, Irene. editor |
Micha, David A. editor | |
Imprint: |
Berlin, Heidelberg :
Springer,
2007
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Physical Description: |
XIII, 429 p. online resource. |
Note: |
englisch |
ISBN: |
9783540344605 |
DOI: |
10.1007/978-3-540-34460-5 |
Series Title: |
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Springer Series in Chemical Physics ;
83 |
Subject (LOC): |
- Complex Molecular Phenomena
- Photoexcitation Dynamics on the Nanoscale
- Ultrafast Exciton Dynamics in Molecular Systems
- Exciton and Charge-Transfer Dynamics in Polymer Semiconductors
- Dynamics of Resonant Electron Transfer in the Interaction Between an Atom and a Metallic Surface
- Nonadiabatic Multimode Dynamics at Symmetry-Allowed Conical Intersections
- Non-Markovian Dynamics at a Conical Intersection: Ultrafast Excited-State Processes in the Presence of an Environment
- Density Matrix Treatment of Electronically Excited Molecular Systems: Applications to Gaseous and Adsorbate Dynamics
- Quantum Dynamics of Ultrafast Molecular Processes in a Condensed Phase Environment
- New Methods for Quantum Molecular Dynamics in Large Systems
- Decoherence in Combined Quantum Mechanical and Classical Mechanical Methods for Dynamics as Illustrated for Non-Born–Oppenheimer Trajectories
- Time-Dependent, Direct, Nonadiabatic, Molecular Reaction Dynamics
- The Semiclassical Initial Value Series Representation of the Quantum Propagator
- Quantum Statistical Dynamics with Trajectories
- Quantum–Classical Reaction Rate Theory
- Linearized Nonadiabatic Dynamics in the Adiabatic Representation
- Atom–Surface Diffraction: A Quantum Trajectory Description
- Hybrid Quantum/Classical Dynamics Using Bohmian Trajectories
- Quantum Hydrodynamics and a Moment Approach to Quantum–Classical Theory.