A simple approach for the calculation of femtosecond pump-probe spectra for electronically nonadiabatic systems

Keyphrases

• Excited States 100%
• Non-adiabatic 100%
• Femtosecond Pump-probe 100%
• Probing Signal 66%
• Pump-probe 66%
• Response Function 66%
• CA Model 33%
• Relaxation Process 33%
• Analytical Expression 33%
• Universal Definition 33%
• Explicit Computation 33%
• Ansatz 33%
• Heat Bath 33%
• Optical Response 33%
• Electronic Coupling 33%
• Material System 33%
• Vibrational Modes 33%
• Non-adiabatic Electron Tunneling 33%
• Excited Electronic States 33%
• Laser Field 33%
• Vibrational Relaxation 33%
• Spontaneous Emission Spectrum 33%
• State Populations 33%
• Population Decay 33%
• Born-Oppenheimer Approximation 33%
• Perturbative Calculations 33%
• External Time 33%
• Nonlinear Response 33%
• Electron Transfer System 33%
• Optical Dephasing 33%
• Damped Oscillator 33%
• Accurate Calculation 33%
• Redfield 33%
• Spectroscopic Techniques 33%
• Vibronic 33%
• Time-dependent Fields 33%
• Adiabatic System 33%

Engineering

• Simple Approach 100%
• Excited State 100%
• Probe Signal 66%
• Response Function 66%
• Relaxation Process 33%
• Coupled System 33%
• Simple Model 33%
• Electronic State 33%
• Material System 33%
• Nonlinear Response 33%
• Accurate Calculation 33%
• Harmonics 33%
• Hamiltonian 33%
• Emission Spectra 33%
• Spontaneous Emission 33%
• Ground State 33%
• Vibrational Relaxation 33%

Chemistry

• Excited State 100%
• Response Function 66%
• Spectroscopy 33%
• Ground State 33%
• Relaxation 33%
• Electron Transport 33%
• Electron Transfer 33%
• Standard Model 33%
• Excited Electronic State 33%
• Dephasing 33%
• Born-Oppenheimer Approximation 33%
• Vibrational Relaxation 33%
• Emission Spectra 33%