2000
DOI: 10.1070/qe2000v030n10abeh001859
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Consecutive three-wave interactions in nonlinear optics of periodically inhomogeneous media

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Cited by 81 publications
(33 citation statements)
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“…Numerical solution of the system (3.1) shows that, in general, the third-harmonic output has an oscillating behavior as a function of the length or input power, and generally it does not reach the efficiency of 100%. However, as shown in Egorov and Sukhorukov [1998]; Chirkin, Volkov, Laptev, and Morozov [2000] and Zhang, Zhu, Yang, Qin, Zhu, Chen, Liu, and Ming [2000], the total conversion of the fundamental wave into the third-harmonic wave is possible if the ratio σ 2 /σ 5 is optimized. In other cases, where only one phase-matched condition is satisfied, the THG conversion efficiency is not so large, and it should be compared to that of the direct THG process in a cubic medium.…”
Section: Third-harmonic Multistep Processesmentioning
confidence: 99%
“…Numerical solution of the system (3.1) shows that, in general, the third-harmonic output has an oscillating behavior as a function of the length or input power, and generally it does not reach the efficiency of 100%. However, as shown in Egorov and Sukhorukov [1998]; Chirkin, Volkov, Laptev, and Morozov [2000] and Zhang, Zhu, Yang, Qin, Zhu, Chen, Liu, and Ming [2000], the total conversion of the fundamental wave into the third-harmonic wave is possible if the ratio σ 2 /σ 5 is optimized. In other cases, where only one phase-matched condition is satisfied, the THG conversion efficiency is not so large, and it should be compared to that of the direct THG process in a cubic medium.…”
Section: Third-harmonic Multistep Processesmentioning
confidence: 99%
“…In this case the reciprocal vector of nonlinear coefficient must compensate the phase mismatches of two processes at once. It should be noted that the compensation may be achieved only for limited numbers of optical frequencies [2]. The same difficulties occur at simultaneous implementation of more than two wave interactions.…”
Section: Introductionmentioning
confidence: 99%
“…where A j is the amplitude of wave with frequency ω j = 2π/λ j ; ∆k 1 4 are the phase mismatches for processes (1), (2), and (3), respectively; Λ j = 2πm/∆k j ; β lj = 4πω j d (9) The system of Eqs. (4)- (8) is satisfying the condition…”
Section: The Dynamics Of Three Coupled Wave Process With Five Wavesmentioning
confidence: 99%
“…Such processes may be consecutive or coupled wave (915) interactions. In this case the nonlinear grating vector compensates the phase mismatches of several nonlinear optical processes [2].…”
Section: Introductionmentioning
confidence: 99%