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Optimized poling of nonlinear optical polymers based on dipole-orientation and dipole-relaxation studies



Journal of applied physics 75 (1994), No.11, pp.7211-19
ISSN: 0021-8979
ISSN: 1089-7550
Journal Article
Fraunhofer HHI ()
dielectric polarisation; dielectric relaxation; electro-optical effects; nonlinear optics; optical polymers; thermally stimulated currents; nonlinear optical polymers; dipole-orientation; dipole-relaxation; hyperpolarizability; glassy polymer matrix; dispersed polar dye molecules; poling; dielectric spectroscopy; thermally stimulated depolarization; electro-optical thermal analysis; havriliak-negami equation; time-temperature superposition principle; mean relaxation times; dielectric relaxation strengths; optimal poling temperatures; dipole mobilities

Nonlinear optical polymers contain molecular dipoles with very large hyperpolarizabilities in a glassy polymer matrix. Two typical examples-a guest-host system with dispersed polar dye molecules and a side-chain material with chemically attached molecular dipoles-were investigated by means of poling experiments, dielectric spectroscopy, thermally stimulated depolarization, and electro-optical thermal analysis. The dielectric behavior of both polymers can be described by the phenomenological Havriliak-Negami equation, and the existence of master curves for both materials demonstrates the validity of the time-temperature superposition principle above the respective glass transitions. Temperature-dependent mean relaxation times and relaxation-time distributions calculated from the dielectric data allow for an optimization of poling times. The dielectric relaxation strengths obtained from poling current and field, from dielectric measurements, and from thermally stimulated depolarization are in very good agreement and thus represent a useful measure of the polarization in poled polymers. From the temperature dependence of the polarization, optimal poling temperatures may be derived. Electro-optical thermal analysis yields the same temperature-stability curves as thermally stimulated depolarization and is therefore a valuable tool for investigating the stability of poled polymers, especially since it is not sensitive to charge effects. Optimal poling fields and currents must be selected as a compromise between high dipole mobilities (short relaxation times) and low bulk conductivities.