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Abstract
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| We demonstrate the feasibility of using basis sets formed by phase space localized wave functions (the so called tube and scar wavefunctions) to accuratelly compute the eigenenergies and the corresponding eigenfunctions of classically chaotic systems. The efficiency of the method is demonstrated by application to a highly chaotic system, a coupled quartic oscillator, and the LiNC-LiCN molecule, a system with a mixed dynamics that combines regular and irregular motion at the same energy. | |
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International
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Si |
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Congress
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Pattern Dynamics in Nonlinear Optical Cavities (PDNOC16) [https://www.pks.mpg.de/pdnoc16] |
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970 |
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Place
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Dresden (Germany) |
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Reviewers
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Si |
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ISBN/ISSN
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CDP08UPM |
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Start Date
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14/08/2016 |
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End Date
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19/08/2016 |
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From page
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0 |
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To page
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0 |
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Pattern Dynamics in Nonlinear Optical Cavities. Poster Contributions [https://www.pks.mpg.de/pdnoc16/poster-contributions] |