Strong-Field Approximation and Its Extension for High-Order Harmonic Generation with Mid-Infrared Lasers
In recent years intense mid-infrared lasers with wavelength of a few microns have become the standard tools for research in strong field physics laboratories worldwide. These lasers offer the opportunities to extend the traditional study of high-order harmonics generation and attosecond sciences from the extreme ultraviolet to soft x-rays. In this tutorial we revisit the familiar strong field approximation and its simplification - the quantum orbits theory. We draw special emphasis on the factorization of laser induced dipole moment as the product of a returning electron wave packet with the photo-recombination dipole transition matrix element. The former depends on the laser properties only (up to a normalization constant) while the latter is related to laser-free photoionization transition dipole. The factorization leads to the suggested modification beyond the strong field approximation -- the quantitative rescattering theory. In applying these theories to mid-infrared lasers, we analyze the behavior of the returning electron wave packet and its scaling properties vs the wavelength of the laser. A few examples are given to demonstrate how the quantitative rescattering theory is capable of reproducing experimental harmonic spectra under various conditions. Future opportunities in employing harmonics generated by optimized mid-infrared lasers for probing molecular structure and for serving as useful table-top coherent light sources up to the x-ray region are also discussed.
A. Le et al., "Strong-Field Approximation and Its Extension for High-Order Harmonic Generation with Mid-Infrared Lasers," Journal of Physics B: Atomic, Molecular and Optical Physics, vol. 49, no. 5, IOP Publishing Ltd, Feb 2016.
The definitive version is available at https://doi.org/10.1088/0953-4075/49/5/053001
Keywords and Phrases
Attosecond Physics; Harmonic Generation; Intense Laser Field; Mid-Infrared Lasers
International Standard Serial Number (ISSN)
Article - Journal
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