“Quadrupoling” for Second Order Nonlinear Optics

K. Singer, S. F. Hubbard, R. Petschek, N. D'Sidocky, C. Hudson, L. Chien, C. Henderson, P.A. Cahill
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Abstract

Achieving noncentrosymmetric order for second-order nonlinear optical materials has been a continuing focus of research. Monomolecular layer deposition and electric field poling of polymers have been favored approaches to generating noncentrosymmetric polymeric and organic materials.1 In this case, the alignment exploits the vector part of the molecular hyperpolarizability tensor which is optimized in donor and acceptor substituted conjugated molecules. The principles behind the nonlinearities, both molecular and macroscopic are well-known, and considerable work has been directed at optimizing them. More recently, it has been pointed out that the octupolar hyperpolarizability component is ubiquitous and can be as large or larger than the vector part with appropriate molecular design.2
二阶非线性光学的“四极”
实现二阶非线性光学材料的非中心对称有序一直是研究的热点。单分子层沉积和聚合物的电场极化是制备非中心对称聚合物和有机材料的常用方法在这种情况下,定位利用了分子超极化张量的矢量部分,这在供体和受体取代的共轭分子中是优化的。分子和宏观非线性背后的原理是众所周知的,并且大量的工作已经针对优化它们。最近,人们指出,八极超极化成分是普遍存在的,并且可以与适当的分子设计的矢量部分一样大或更大
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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