Single-shot ultrafast visualization and measurement of laser-matter interactions in flexible glass using frequency domain holography.
Identifieur interne : 000074 ( Main/Exploration ); précédent : 000073; suivant : 000075Single-shot ultrafast visualization and measurement of laser-matter interactions in flexible glass using frequency domain holography.
Auteurs : Dennis Dempsey ; Garima C. Nagar ; Christopher K. Renskers ; Rostislav I. Grynko ; James S. Sutherland ; Bonggu ShimSource :
- Optics letters [ 1539-4794 ] ; 2020.
Abstract
We perform single-shot frequency domain holography to measure the ultrafast spatio-temporal phase change induced by the optical Kerr effect and plasma in flexible Corning Willow Glass during femtosecond laser-matter interactions. We measure the nonlinear index of refraction ($ {n_2} $n2) to be $(3.6 \pm 0.1) \times {10^{ - 16}}\;{{\rm cm}^2}/{\rm W} $(3.6±0.1)×10-16cm2/W and visualize the plasma formation and recombination on femtosecond time scales in a single shot. To compare with the experiment, we carry out numerical simulations by solving the nonlinear envelope equation.
DOI: 10.1364/OL.382645
PubMed: 32108818
Affiliations:
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Le document en format XML
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<front><div type="abstract" xml:lang="en">We perform single-shot frequency domain holography to measure the ultrafast spatio-temporal phase change induced by the optical Kerr effect and plasma in flexible Corning Willow Glass during femtosecond laser-matter interactions. We measure the nonlinear index of refraction ($ {n_2} $n<sub>2</sub>
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<Abstract><AbstractText>We perform single-shot frequency domain holography to measure the ultrafast spatio-temporal phase change induced by the optical Kerr effect and plasma in flexible Corning Willow Glass during femtosecond laser-matter interactions. We measure the nonlinear index of refraction ($ {n_2} $n<sub>2</sub>
) to be $(3.6 \pm 0.1) \times {10^{ - 16}}\;{{\rm cm}^2}/{\rm W} $(3.6±0.1)×10<sup>-16</sup>
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/W and visualize the plasma formation and recombination on femtosecond time scales in a single shot. To compare with the experiment, we carry out numerical simulations by solving the nonlinear envelope equation.</AbstractText>
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