De Clercq, LEBotha, LRDu Plessis, ARohwer, EG2010-01-112010-01-112009-07De Clercq, LE, Botha, LR et al. 2009. Coherent excitation of vibrational levels using ultra short pulses. 54th Annual Conference of the South African Institute of Physics (SAIP), Durban, South Africa, 6-10 July 2009, pp 1http://hdl.handle.net/10204/386854th Annual Conference of the South African Institute of Physics (SAIP), Durban, South Africa, 6-10 July 2009The purpose of this study was to develop a model of the coherent excitation of the first few vibrational modes in the electronic ground state of the molecule. The model will be used in combination with an optimization algorithm to optimize a population in a specific vibrational level. We used two approaches to do this, in the one model we used Von Neumann’s equations and the other the Optical Bloch equations (OBE’s). In this poster presentation the Optical Bloch model was used to do the simulations.enCoherent excitationVibrational levelsVon Neumann’s equationsOptical Bloch equationsSouth African Institute of PhysicsSAIP 2009Conference PresentationDe Clercq, L., Botha, L., Du Plessis, A., & Rohwer, E. (2009). Coherent excitation of vibrational levels using ultra short pulses. South African Institute of Physics (SAIP). http://hdl.handle.net/10204/3868De Clercq, LE, LR Botha, A Du Plessis, and EG Rohwer. "Coherent excitation of vibrational levels using ultra short pulses." (2009): http://hdl.handle.net/10204/3868De Clercq L, Botha L, Du Plessis A, Rohwer E, Coherent excitation of vibrational levels using ultra short pulses; South African Institute of Physics (SAIP); 2009. http://hdl.handle.net/10204/3868 .TY - Conference Presentation AU - De Clercq, LE AU - Botha, LR AU - Du Plessis, A AU - Rohwer, EG AB - The purpose of this study was to develop a model of the coherent excitation of the first few vibrational modes in the electronic ground state of the molecule. The model will be used in combination with an optimization algorithm to optimize a population in a specific vibrational level. We used two approaches to do this, in the one model we used Von Neumann’s equations and the other the Optical Bloch equations (OBE’s). In this poster presentation the Optical Bloch model was used to do the simulations. DA - 2009-07 DB - ResearchSpace DP - CSIR KW - Coherent excitation KW - Vibrational levels KW - Von Neumann’s equations KW - Optical Bloch equations KW - South African Institute of Physics KW - SAIP 2009 LK - https://researchspace.csir.co.za PY - 2009 T1 - Coherent excitation of vibrational levels using ultra short pulses TI - Coherent excitation of vibrational levels using ultra short pulses UR - http://hdl.handle.net/10204/3868 ER -