1992
DOI: 10.1364/ol.17.001691
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Spectrally compensated sum-frequency mixing scheme for generation of broadband radiation at 193 nm

Abstract: A dispersively compensated scheme for sum-frequency mixing of broadband ultrashort laser pulses is reported. An increase of the bandwidth of the sum-frequency mixing process by 12 times compared with the noncompensated bandwidth of the given crystal has been demonstrated. Mixing radiation at 266 and 707 nm in a 1-mm-thick beta-barium metaborate crystal by using the compensated scheme results in an output bandwidth of 0.6 nm at 193 nm, which corresponds to a minimum output pulse duration of 90 fs.The interest i… Show more

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Cited by 32 publications
(4 citation statements)
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“…So-called “tilted-pulse-front” (TPF) pulses have been critical in the development of many applications in nonlinear and quantum optics . In nonlinear optics, TPF pulses have been utilized in single-shot pulse autocorrelators, arrangements involving traveling-wave excitation, frequency doubling, and sum-frequency mixing, whereupon the use of a TPF pulse increases the phase-matched bandwidth. Additionally, TPF pulses were instrumental in the observation of quadratic spatiotemporal solitons. In quantum optics, the concept of TPF pulses has enabled increasing the bandwidth of photon pairs produced by the process of spontaneous parametric downconversion and has helped reduce the correlations between the photons, such that each photon is in a pure quantum state. Furthermore, the utilization of TPF pulses in THz applications has led to efficient phase-matching for the generation of intense ultrafast THz pulses by the optical rectification of femtosecond pulses in LiNbO 4 , , thereby enabling femtosecond THz nonlinear spectroscopy. , More recently, TPF pulses have been shown to hold promise for synchronizing the interactions between optical radiation and electrons, whether for particle acceleration, , ultrafast electron microscopy, or X-ray generation. , …”
mentioning
confidence: 99%
See 1 more Smart Citation
“…So-called “tilted-pulse-front” (TPF) pulses have been critical in the development of many applications in nonlinear and quantum optics . In nonlinear optics, TPF pulses have been utilized in single-shot pulse autocorrelators, arrangements involving traveling-wave excitation, frequency doubling, and sum-frequency mixing, whereupon the use of a TPF pulse increases the phase-matched bandwidth. Additionally, TPF pulses were instrumental in the observation of quadratic spatiotemporal solitons. In quantum optics, the concept of TPF pulses has enabled increasing the bandwidth of photon pairs produced by the process of spontaneous parametric downconversion and has helped reduce the correlations between the photons, such that each photon is in a pure quantum state. Furthermore, the utilization of TPF pulses in THz applications has led to efficient phase-matching for the generation of intense ultrafast THz pulses by the optical rectification of femtosecond pulses in LiNbO 4 , , thereby enabling femtosecond THz nonlinear spectroscopy. , More recently, TPF pulses have been shown to hold promise for synchronizing the interactions between optical radiation and electrons, whether for particle acceleration, , ultrafast electron microscopy, or X-ray generation. , …”
mentioning
confidence: 99%
“…2 So-called "tilted-pulse-front" (TPF) pulses have been critical in the development of many applications in nonlinear and quantum optics. 3 In nonlinear optics, TPF pulses have been utilized in single-shot pulse autocorrelators, 4 arrangements involving traveling-wave excitation, 5 frequency doubling, 6−8 and sumfrequency mixing, 9 whereupon the use of a TPF pulse increases the phase-matched bandwidth. 10−12 Additionally, TPF pulses were instrumental in the observation of quadratic spatiotemporal solitons.…”
mentioning
confidence: 99%
“…The reason is that in any tilted pulse front there is present an angular dispersion of the spectral components of the ultrashort light pulse and there is a unique connection between the tilt angle of the pulse front and the angular dispersion (Bor & Rácz, 1985, Martínez 1986, Hebling 1996. Angular dispersion was introduced into the excitation beam of so called achromatic frequency doubler (Szabó & Bor, 1990, Martínez, 1989 and sum-frequency mixing (Hofmann et al, 1992) setups in order to achieve broadband frequency conversion and keeping the ultrashort pulse duration. It was pointed out that in non-collinear phasematched optical parametric generators (OPG) and optical parametric amplifiers (OPA) tilted pulse fronts are expected (Di Trapani et al, 1995).…”
Section: Introductionmentioning
confidence: 99%
“…Angular dispersion was introduced into the pump beam of so-called achromatic frequency doubler [12][13][14] and sumfrequency mixing 15 setups in order to achieve broadband frequency conversion and to preserve the ultrashort pulse duration. It was pointed out that in non-collinear phase-matched optical parametric generators (OPG) and optical parametric amplifiers (OPA) tilted pulse fronts are expected 16 .…”
mentioning
confidence: 99%