Description
Title: Time Dependence of Atomic Atom Scattering by Ultra-Short Laser Pulses in the High Frequency Limit
Abstract: Using a new expression we developed in this paper, we theoretically examined the spectral and total probability of ultra-short laser pulse scattering by an atom at the high-frequency limit. We proved that the total scattering probability is always a monotonically increasing function of time, while the time dependence of spectral scattering is represented by the curve with the maximum for sufficiently large detuning of the scattering frequency from the carrier frequency of the pulse. We also looked at how pulse duration affected scattering probability at the long-time limit. It was demonstrated that the scattering probability is a linear function of pulse duration at the long-pulse limit but a maximum function in the opposite situation. The detuning of the scattering frequency from the pulse’s carrier frequency determines where this maximum will be located.
Keywords: ultra-short laser pulse; radiation scattering; time dependence; spectral scattering probability
Paper Quality: SCOPUS / Web of Science Level Research Paper
Subject: Physics
Subject Category: Atomic and Molecular Physics, and Optics
Writer Experience: 20+ Years
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