粒子色散系统的应力-光学关系

Y. Kawai, Eiko Tamura, T. Shikata, Tadashi Inoue
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引用次数: 2

摘要

同时测量了二氧化硅颗粒悬浮液的复模量和复应变-光学(双折射)系数,以澄清应力-光学关系。动态模量可以用三个麦克斯韦模型来描述。随频率的增加,应变光学系数的符号由正变为负,表明该系数由两种弛豫模式组成。发现应力与双折射之间的关系可以用由两个松弛模式组成的修正应力-光学规则来描述。将变形引起的颗粒各向异性分布分配为负双折射快模。初步将双折射正的慢模分配给粒子聚集。虽然所研究的粒子色散系统不是理想的,但强烈表明应力-光学规律对理想的硬粒子色散系统是有效的。
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Stress-Optical Relationship for Particle Dispersion Systems
Simultaneous measurements of complex modulus and complex strain-optical (birefringence) coefficient were performed for silica particle suspensions in order to clarify the stress-optical relationship. The dynamic modulus was found to be described with three Maxwell models. The strain-optical coefficient changed its sign form positive to negative with increasing frequency, suggesting the coefficient was composed of two relaxation modes. The relationship between stress and birefringence were found to be described with the modified stress-optical rule, composed of two relaxation modes. The fast mode having negative birefringence was assigned to the anisotropic distribution of particles due to deformation. The slow mode having positive birefringence was tentatively assigned to the aggregation of particles. Although the examined particle dispersion system was not ideal it was strongly suggested that the stress-optical rule would hold valid for the ideal hard particle dispersion systems.
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