The determination of shape, size, and size distribution of charged particles in solution by evaluation of the electrical anisotropy effect

K.G. Götz
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引用次数: 8

Abstract

The anisotropy effect of the electrical conductivity occurs in solutions of anisometric polyelectrolytes under the influence of the orienting forces of a velocity gradient. A Couette-type apparatus for the generation of velocity gradients up to 20,000 sec.−1 is described which permits measurements of the conductivity in three orthogonal directions. Evaluation of the curves obtained yields shape, size, and stability of the particles. A convenient method for the evaluation on the basis of Schwarz' theory (1, 2) is presented. Furthermore, the size of the particles may be calculated from the relaxation of the conductivity changes after the flow is stopped. The theory is extended to relaxation processes of nonuniform particles, and a method for the evaluation of the relaxation curves is developed which yields the average size and the size distribution of the particle assembly. The range of application of the flow method and the relaxation method is discussed; both methods may be applied to charged particles in the size range between 10−5 and 10−2 cm. The application is demonstrated on rod-shaped and disc-shaped polyelectrolytes (sodium thymonucleinate and graphitic acid, respectively), and the results are found to be in agreement with electron microscope determinations. The methods proved to be useful for the investigation of the micellar state of amphiphilic substances in solution.

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通过评价电各向异性效应来确定溶液中带电粒子的形状、大小和大小分布
电导率的各向异性效应发生在不均匀聚电解质溶液中,受速度梯度取向力的影响。描述了一种可产生高达20,000秒- 1的速度梯度的couette型装置,该装置允许在三个正交方向上测量电导率。对所获得的曲线进行评估,得出颗粒的形状、大小和稳定性。在Schwarz理论(1,2)的基础上,提出了一种简便的评价方法。此外,可以通过停止流动后电导率变化的弛豫来计算颗粒的大小。将该理论推广到非均匀粒子的弛豫过程中,提出了一种计算粒子群平均尺寸和尺寸分布的弛豫曲线的方法。讨论了流动法和松弛法的适用范围;这两种方法都可以应用于尺寸范围在10−5和10−2 cm之间的带电粒子。在棒状和圆盘状聚电解质(分别为胸腺核酸钠和石墨酸)上进行了应用,结果与电子显微镜测定结果一致。结果表明,该方法可用于研究两亲性物质在溶液中的胶束状态。
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