1997
DOI: 10.1364/josab.14.002010
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General analysis of type I second-harmonic generation with elliptical Gaussian beams

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Cited by 37 publications
(30 citation statements)
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“…Further, as we have shown elsewhere [6], the optimal beam for harmonic generation is often itself elliptical (and tolerant of a degree of ellipticity), in which case the larger of the corresponding confocal parameters may approach cavity dimensions.…”
Section: Cavity Dimensionsmentioning
confidence: 81%
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“…Further, as we have shown elsewhere [6], the optimal beam for harmonic generation is often itself elliptical (and tolerant of a degree of ellipticity), in which case the larger of the corresponding confocal parameters may approach cavity dimensions.…”
Section: Cavity Dimensionsmentioning
confidence: 81%
“…The e ciency depends upon the nonlinearity and Poynting vector walk-o together with the crystal dimensions, which are usually constrained by availability and cost. Calculation of the theoretical conversion e ciency has been thoroughly described elsewhere [6,8] and will not be repeated here; for its absolute calculation, it will be necessary to assume the intensity enhancement due to the cavity, which depends upon the mirror re¯ec-tivity and cavity losses and will typically be a factor of between 20 and 100. Whether or not a Brewster's angled crystal cut is chosen will probably depend upon the availability of anti-re¯ection coatings for the normal incidence case.…”
Section: Selecting the Nonlinear Crystalmentioning
confidence: 99%
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“…Hence a trade off has to be made between having a circular focus inside the PPKTP crystal and having a circular harmonic output beam. For crystals with no birefringence the use of a circular beam optimizes the conversion efficiency, whereas elliptical focusing can advantageously be used with birefringent crystals like BiBO [10].…”
Section: Shg Setupmentioning
confidence: 99%