1999•Journal of the Optical Society of America BRequires access

Phase sensitivity of high-order harmonic generation with few-cycle laser pulses

G. Tempea, Michael Geissler, Thomas Brabec

Open publisher page 78 citations

Abstract

We have theoretically investigated the phase dependence of high-harmonic generation with few-cycle laser pulses. We performed the analysis by solving the coupled evolution equations for the laser pulse and for the harmonic field in one space dimension. Our calculations reveal phase-dependent features in the cutoff region, such as a phase-dependent shift of the cutoff, that are preserved during propagation.

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What this paper is about

We have theoretically investigated the phase dependence of high-harmonic generation with few-cycle laser pulses. We performed the analysis by solving the coupled evolution equations for the laser pulse and for the harmonic field in one space dimension. Our calculations reveal phase-dependent features in the cutoff region, such as a phase-dependent shift of the cutoff, that are preserved during propagation.

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OpenAlex reports 78 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

We have theoretically investigated the phase dependence of high-harmonic generation with few-cycle laser pulses. We performed the analysis by solving the coupled evolution equations for the laser pulse and for the harmonic field in one space dimension. Our calculations reveal phase-dependent features in the cutoff region, such as a phase-dependent shift of the cutoff, that are preserved during propagation.

Key concepts: Cutoff, High harmonic generation, Laser, Harmonic, Phase (matter), Physics, Pulse (music), Cutoff frequency

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