Crude pictures relating molecular features and enhancement of nonresonant second-order hyperpolarizability have been known and successfully utilized in selection and preparation of materials for nonlinear-optical applications for over a decade.On the other hand, other than the requirement of "electron delocalization", such a useful picture does not exist for nonresonant third-order hyperpolarizability.In pursuit of such a picture, and to obtain a better view of the range of hyperpolarizability magnitudes which might be obtainable, simple linear conjugated molecules have been synthesized and characterized.Liquid solutions of these model compounds were studied using recently developed high precision optical third harmonic generation techniques.Results of these characterizations and a new addition to the picture of structure-property relationships are reported.
IN1RODUCTIONIn the past several years there has been considerable interest in the linear and nonlinear optical properties of conjugated molecules as model compounds in the study of conjugated polymers. [1][2][3][4][5] In this paper we present experimental results obtained in an ongoing study of conjugated molecules; specifically all-trans polyenes, cyanines, and modified cyanines. The impetus for this work comes from a theoretical study by Rustagi and coworkers [2] in which a simple free-electron model of the x-system of a conjugated, nonalternating-bond molecule was used to compute low-frequency third-order electronic hyperpolarizabilities (Y's) for symmetric linear cyanines.A spatially periodic perturbing potential was introduced to represent the alternating-bond structure of simple all-trans polyenes, and a limitedrange perturbing potential was used to model symmetrically aza-substituted cyanines.Both of these perturbations act to increase the anharmonicity of the molecule's representative effective-oscillator; the bond alternation acts to reduce polarizability as well.Qualitatively it was seen that increasing polarizability (0t) enhances y and increasing anharmonicity enhances y.For moderate conjugation lengths, Rustagi's calculations predicted that y-Ka7/ 3 . The "anharmonicity factor", K, is an indicator of the intrinsic anharmonicity of polarizability in the a-system, being smallest in symmetric cyanines and largest in polyenes.According to these calculations, despite extensive delocalization, the X-electrons of symmetric cyanines are polarized as nearly perfect harmonic oscillators, the cyanines having low y's in spite of their high polarizabilities. The anharmonicity, K, can be increased by perturbing the structure, for example by a spatially periodic potential used to mimic bond alternation in polyenes, but in this case little is gained because the perturbation substantially lowers ct. On the other hand, if a structural modification can increase the anharmonicity factor without much affecting a, the value of y will certainly be significantly enhanced.Rustagi's computations showed symmetric aza substitution of cyanines to be such a modification.