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A Single Harmonic Displaced Oscillator Mode System

A Single Harmonic Displaced Oscillator Mode System [Pg.208]

Now pump-probe stimulated emission spectra can be determined on the basis of Eqs. (142)-(144). For this purpose, the coupled master equations are numerically solved and then using Eq. (128) pump-probe stimulated emission spectra are computed. For numerical simulation, the Runge-Kutta algorithm with a time step of 4 fsec is employed, and from 7 to 16 [Pg.208]

The energy gap dependence of the pump-probe stimulated emission spectra should be investigated for the non-equilibrium condition in which vibrational equilibrium is not achieved during the observing time. For the [Pg.209]




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