棱镜电池激光散射光谱仪

B. Chu, R. Xu
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摘要

用K、λ和n分别表示散射矢量的大小、真空中光的波长和散射介质的折射率,测量小散射角(λ = 632.8 nm, n = 1.33, 2°> θ > 13°)时平均散射强度的角分布。本文描述了利用线性增强光电二极管阵列(PDA)探测器和两个光电倍增管(PMT)探测器和相关的数字光子相关器同时测定两个不同散射角下的强度-强度时间相关函数。独特的棱镜光散射单元还允许测量散射介质的折射率,其精度优于1 / 106。在入射激光束的光散射单元的入口窗口和出口棱镜中使用高质量的光学玻璃,并在入口窗口后和散射介质中使用孔径,从而大大减少了沿光路的寄生散射。由于PDA和其中一个pmt安装在旋转臂上,我们的PCLLS光谱仪的角度范围主要受到光学几何形状的限制。对于典型的稀水溶液或悬浮液,自热光散射测量达到了2°的散射角。回顾了聚合物溶液中自加热线宽的测量,并提出了聚合物溶液中粒径的一些信噪比考虑。
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Prism-Cell Laser Light-Scattering Spectrometer
A prism-cell laser light-scattering (PCLLS) spectrometer capable of measuring the angular distribution of time-averaged scattered intensity at small scattering angles (2°≲ θ ≲ 13° at λo = 632.8 nm and n = 1.33, corresponding to 4600 cm" ≲ K ≲ 30000 cm-1, with K, λo and n being the magnitude of the scattering vector, the wavelength of light in vacuo and the refractive index of the scattering medium, respectively) by means of a linear intensified photodiode array (PDA) detector and simultaneous determination of intensity-intensity time correlation functions at two different scattering angles using two photomultiplier tube (PMT) detectors and associated digital photon correlators is described. The unique prism light-scattering cell also permits measurements of the refractive index of the scattering medium to better than one part in 106. The use of high quality optical glass in the entrance window and in the exit prism of the light-scattering cell for the incident laser beam, together with an aperture after the entrance window and in the scattering medium, results in a substantial reduction of the parasitic scattering along the light path. With the PDA and one of the PMTs mounted on a rotating arm, the angular ranges of our PCLLS spectrometer are limited mainly by optical geometry. For typical dilute aqueous solutions or suspensions, self-beating light-scattering measurements down to a scattering angle of 2° have been achieved. Measurements of self-beating linewidths for a polymer solution undergoing coil-to-globule transition are reviewed and some signal-to-noise ratio considerations for particle sizing in polymer solutions are presented.
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