Fundamentals of Glass Poling: From Self-Organization to Electric-Field Poling

P. Kazansky, V. Pruneri
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引用次数: 2

Abstract

One decade has passed since the discovery of self-organized (photoinduced quasi-phase-matched) second-harmonic generation (SHG) in optical fibers [1-2]. This discovery has attracted considerable interest world-wide [3-16] due to the unusually strong χ(2) (second-order susceptibility) gratings induced purely by optical fields in glass (10−15-10−16 m/V, which were 4-5 orders of magnitude higher than one could explain by known physical processes). In 1991 the value of χ(2) has been increased to a new level of 1 pm/V by thermal poling [26]. In this paper we discuss fundamentals of glass poling, trying to answer the question: What is the limit of a second-order nonlinearity in glass?
玻璃极化基础:从自组织到电场极化
光纤中自组织(光致准相位匹配)二次谐波(SHG)的发现已经过去了十年[1-2]。这一发现在世界范围内引起了相当大的兴趣[3-16],因为纯粹由玻璃中的光场(10−15-10−16 m/V,比已知物理过程所能解释的高4-5个数量级)引起的异常强的χ(2)(二阶磁化率)光栅。1991年,通过热极化将χ(2)的值提高到1 pm/V的新水平[26]。在本文中,我们讨论了玻璃极化的基本原理,试图回答这个问题:在玻璃中二阶非线性的极限是什么?
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