1990
DOI: 10.1063/1.346815
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Second-order nonlinear optical measurements in guest-host and side-chain polymers

Abstract: The second harmonic generation (SHG) coefficients dij of several corona-poled guest-host and side-chain polymers have been measured and studied over time using a new Maker Fringe analysis. The electro-optic coefficient r33 and scattering losses have also been measured in thin-film waveguides, on silicon and glass substrates, made from some of the polymers. Kleinman symmetry (d15=d31) was not valid for near-resonant SHG in these materials and d15/d31 was determined. Stable values of d33, for a fundamental of 1.… Show more

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Cited by 136 publications
(38 citation statements)
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“…3 [16]. Following the calculation of d 33 (0) usually reported in literature [17] the error has been estimated at 10%.…”
Section: Corona Poling and Second Harmonic Generation Set-upsmentioning
confidence: 99%
See 1 more Smart Citation
“…3 [16]. Following the calculation of d 33 (0) usually reported in literature [17] the error has been estimated at 10%.…”
Section: Corona Poling and Second Harmonic Generation Set-upsmentioning
confidence: 99%
“…where F p is a geometrical factor, t ω and T 2ω are the transmission Fresnel coefficients for the fundamental and second harmonic beam of light, respectively, p is a form factor, I ω is the intensity of the fundamental beam, n ω and n 2ω the refractive indices at the fundamental and at the second harmonic frequencies, d eff is an effective SHG coefficient which can be written as [16]: d eff = d 33 sin 2 φ ω sinφ 2ω + d 31 cos 2 φ ω sinφ 2ω + 2d 15 sin φ ω cos φ ω cos φ 2ω ; with φ the refraction angle and Ψ(φ) a function given by:…”
Section: Corona Poling and Second Harmonic Generation Set-upsmentioning
confidence: 99%
“…Polymers doped with such chromophores have been shown to possess high EO coefficients [37]. Most of the molecules with large first hyperpolarizability also have a strong permanent dipole moment and an ensemble of such molecules with random distribution will have no macroscopic second-order NLO effects.…”
Section: The Photorefractive Effect In Polymers 201mentioning
confidence: 99%
“…32 Figure 7 shows the relation between the SHG intensity and the incident angle. The second-harmonic coefficient (d 33 ) of polymer llc could be calculated from the angular dependence of the SHG intensity using the formulae of Hayden in comparison with a Y-cut quartz as a reference (d 11 = 0.5 pm v-1 ) signal. 33 From the calculation, we obtained a d 33 value of 60 pm v-1 for polymer llc.…”
Section: Nonlinear Optical Propertymentioning
confidence: 99%
“…The second-harmonic coefficient (d 33 ) of polymer llc could be calculated from the angular dependence of the SHG intensity using the formulae of Hayden in comparison with a Y-cut quartz as a reference (d 11 = 0.5 pm v-1 ) signal. 33 From the calculation, we obtained a d 33 value of 60 pm v-1 for polymer llc. It should be pointed out that the second-order susceptibility was resonance enhanced because of the absorption tail at the second harmonic wavelength (532 nm).…”
Section: Nonlinear Optical Propertymentioning
confidence: 99%