{"id":550,"date":"2019-07-10T11:22:11","date_gmt":"2019-07-10T03:22:11","guid":{"rendered":"https:\/\/quantum.ch.ntu.edu.tw\/ycclab\/?page_id=550"},"modified":"2019-08-12T22:39:44","modified_gmt":"2019-08-12T14:39:44","slug":"a-summer-short-course-on-quantum-dynamics-and-spectroscopy-2019","status":"publish","type":"page","link":"https:\/\/quantum.ch.ntu.edu.tw\/ycclab\/a-summer-short-course-on-quantum-dynamics-and-spectroscopy-2019\/","title":{"rendered":"A Summer Short Course on Quantum Dynamics and Spectroscopy (2019)"},"content":{"rendered":"

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This is to be a short course of 8 lectures that provide a general overview of time-dependent quantum mechanics and approximation methods useful in descriptions of excitation energy transfer and electron transfer in condensed-phase molecular systems. A density-matrix approach will be emphasized, and the content will consist of developments of theoretical methods that have broad applications in physical chemistry. A time-dependent approach to linear spectroscopy and a brief introduction to nonlinear spectroscopy will also be presented.<\/p>\n

CEIBA Website<\/h2>\n

https:\/\/ceiba.ntu.edu.tw\/000SSCQDaS2019<\/p>\n

Tentative Schedule & Topics<\/span><\/h2>\n

Each meeting will be about 2 hours, and the lectures will focus on covering the principle theoretical ideas in each topic listed in the following:<\/p>\n

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  1. Time-dependent perturbation theory (8\/13, 2:00PM, Rm. 121)<\/li>\n
  2. Fermi’s golden rule and density matrix formalism (8\/15, 2:00PM, Rm. 217)<\/li>\n
  3. System-bath model and quantum master equations (8\/16, 2:00PM, Rm. 217)<\/li>\n
  4. Time-correlation functions (8\/19, 2:00PM, Rm. 121)<\/li>\n
  5. Redfield theory for excitation energy transfer & electron transfer (8\/23, 2:00PM, Rm. 217)<\/li>\n
  6. Time-domain description of linear spectroscopy (8\/30, 2:00PM, Rm. 217)<\/li>\n
  7. Introduction to nonlinear spectroscopy (9\/3, 4:00PM, Rm. 121)<\/li>\n
  8. Two-dimensional electronic spectroscopy (9\/6, 2:00PM, Rm. 217)<\/li>\n<\/ol>\n<\/div>\n

    Location<\/span><\/h2>\n