1993
DOI: 10.1007/bf00420689
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Spectral superbroadening of self-focused picosecond laser pulses in D2O

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Cited by 21 publications
(12 citation statements)
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“…The generated single pulses have a duration of At % 6 ps and an energy of W«4 mJ. These pulses are focused (lens Ll,/=25 cm) into a heavy water sample (cell CO, length /= 5 cm) in order to generate a picosecond light continuum [63][64][65]. Behind the heavy water cell the Nd: laser pulse is filtered off by an edge filter EF.…”
Section: Methodsmentioning
confidence: 99%
“…The generated single pulses have a duration of At % 6 ps and an energy of W«4 mJ. These pulses are focused (lens Ll,/=25 cm) into a heavy water sample (cell CO, length /= 5 cm) in order to generate a picosecond light continuum [63][64][65]. Behind the heavy water cell the Nd: laser pulse is filtered off by an edge filter EF.…”
Section: Methodsmentioning
confidence: 99%
“…Only the small-signal approximation limit is considered where the pump pulse intensities remain constant. Neglecting optical absorption, the collinear parametric four-photon amplification in the slowly varying amplitude approximation is described by Equations 1 and 2 [1,10,12,14,15] where E s , 2s x , E x and E 2 are the amplitudes of the electrical field strengths at the angular frequencies u; s (signal), UJX (idler), UJX and UJ2 (pump pulses); c 0 is the light velocity in vacuum; z is the propagation direction; and Ak z = k Sz + k Xz -k x z -k 2z -k$ + k\ -k x -k 2 is the wavevector mismatch. The wavevectors k t (i = 1,2, S, I) are given by k t = HiUii/cQ = lirriii/i/cQ = lirriii/i == Inni/Xi, where the n t are the refractive indices at the angular frequencies uj i9 frequencies v i9 wavenumbers v t or wavelengths A;.…”
Section: Fundamentalsmentioning
confidence: 99%
“…(see Equations 14,15,17a,19,22). Exact noncollinear phase-matching is only possible for monochromatic waves.…”
Section: Des Dz Dei Dzmentioning
confidence: 99%
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