无噪声光折变图像放大器

H. Rajbenbach, A. Delboulbé, J. Huignard
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引用次数: 0

摘要

当一个微弱的光信号被注入到一个强泵浦光束照射的光折变晶体中时,它通过两波混频过程获得增益。(1)这些放大器的一个共同问题是存在噪声源,这些噪声源会破坏新出现的放大光信号的质量。我们提出并实验证明了第一种技术,据我们所知,能够非常显著地降低光学噪声,同时保持高增益系数。考虑在缓慢旋转的晶体中进行两波混频。首先,我们估计了晶体旋转(O点周围的角速度Ω)对输出平面噪声强度的影响(图1a)。位于点A周围的噪声源辐射出一个复杂的波前,其分量沿注入信号方向表示为强度为IN的平面波(A为晶体缺陷或界面)。必须注意的是,噪声源被限制在晶体上,因此将随晶体移动。这是区分噪声光栅和注入信号光栅的基础。在以旋转晶体为界的Ox坐标中,在a点周围形成噪声光栅的干涉图由下式给出:IN(x,t) = I0 [1 + mN cos KN(t)x],其中KN(t) ~ 2π(θ + Ωt)/λ为随时间变化的光栅波矢量(我们假设晶体内部的角度很小),I0为总入射强度(I0 ~ IP0), θ为晶体内部光束之间的夹角,λ = λ0/n为晶体中折射率为n的光波长,mN为条纹调制。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Noise-free Photorefractive Image Amplifiers
When a weak optical signal is injected in a photorefractive crystal illuminated with a strong pump beam, it experiences gain via a two-wave mixing process.(1) A problem common to these amplifiers is the presence of noise sources that corrupt the quality of the emerging amplified optical signal. We propose and experimentally demonstrate the first technique, to our knowledge, capable of very significantly reducing the optical noise while maintaining high gain coefficients. Consider two-wave mixing in a slowly rotating crystal. First, we estimate the influence of a crystal rotation (angular velocity Ω around the point O) on the noise intensity in the output plane (Fig. 1a). A noise source located around point A radiates a complex wavefront whose component along the direction of the injected signal is represented by a plane wave of intensity IN (A is a crystal imperfection or interface). It is essential to note that the noise sources are bounded to the crystal and will consequently move with it. This is the basis for the process of discrimination between the noise gratings and the injected signal grating. In the Ox coordinate bounded to the rotating crystal, the interference pattern responsible for the formation of a noise grating around the point A is given by: IN(x,t) = I0 [1 + mN cos KN(t)x], where KN(t) ~ 2π(θ + Ωt)/λ is the time-dependent grating wave vector (we have assumed that the angles inside the crystal are small), I0 is the total incident intensity (I0 ~ IP0), θ is the angle between the beams inside the crystal, λ = λ0/n is the optical wavelength in the crystal with refractive index n, and mN is the fringe modulation.
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