By F. Charra, G. Gurzadyan (auth.), D. F. Nelson (eds.)
ISBN-10: 3540371249
ISBN-13: 9783540371243
ISBN-10: 3540655670
ISBN-13: 9783540655671
While vols. III/29 A, B (published in 1992 and 1993, respectively) comprises the low frequency homes of dielectric crystals, in vol. III/30 the excessive frequency or optical homes are compiled. whereas the 1st subvolume 30 A comprises piezooptic and elastooptic constants, linear and quadratic electrooptic constants and their temperature coefficients, and proper refractive indices, the current subvolume 30 B covers moment and 3rd order nonlinear optical susceptibilities. For the reader's comfort an alphabetical formulation index and an alphabetical index of chemical, mineralogical and technical names for all elements of volumes 29 A, B and 30 A, B are included.
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Extra resources for Nonlinear Dielectric Susceptibilities
Example text
These data lead to an accurate and self-consistent set of absolute second-order nonlinear coefficients. 5 is arranged according to the piezoelectric classes, similar with the previous compilations [79Ku, 84Je]. Unless noted separately all measurements refer to room temperature. In the column "Method" the methods of measurements (see also Abbreviations) and the relevant crystal (if the measurement was relative) or sign "Absolute" (abs) are given. 5 includes only the most recent and reliable values.
5 Second-order nonlinear dielectric susceptibilities 39 Crystal dlµ [10–12 m/V] λ [µm] Method Ref. 8 See Sec. 6 W d31(LiIO3) W d31(LiIO3) CMD abs W d31(LiIO3) R (KDP) W d14(GaAs, GaP), d11(Te) W d11(Te) W d14(GaAs) R (KDP) 76Ch, 68Ne 76Ch 65Ch 69Wy2 164 73Sh2 74Le4 65Ch 80Fu 163 Deuterated Ammonium Chloride, ND4Cl Gallium Phosphide, GaP Indium Arsenide, InAs d14 d14 Indium Antimonide, InSb d14 +580 d14 2280±270 |d14| 660 See Sec. 6 MF abs. 5 Second-order nonlinear dielectric susceptibilities [Ref.
This method is thus particularly well suited for accurate measurement of small optical nonlinearities. Third-Order Difference-Frequency Generation (3DFG). The contributions from CARS and Brillouin scattering can be isolated in non-degenerate four-wave mixing experiments by combining the three source beams so that only one optical process is phase-matched. Pump-Probe Techniques. Simple two-beam experiments may be used to determine Optical Kerr Effect (OKE) coefficients. Direct measurement of transmitted intensity at probe frequency as a function of pump intensity permits an estimation of imaginary part of OKE nonlinear susceptibility.
Nonlinear Dielectric Susceptibilities by F. Charra, G. Gurzadyan (auth.), D. F. Nelson (eds.)
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