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Multi-Frequency Ultrasonic Shear Waves Rheology for Soft Materials Monitoring in Cosmetics

机译:多频超声剪切波流变学,软材料在化妆品中监测

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Cosmetic products can be considered as complex fluids, like polymers and colloidal suspensions. To describe their mechanical structures, it is possible to monitor the complex shear modulus, a rheological quantity representative of the material elasticity and viscosity. Among others, Rouse and Zimm settled a model in which, at short times, these kinds of materials presents a complex shear modulus that follow a power law over the frequencies. When one look to the state of the art, it seems that the power law coefficient is linked to the intrinsic structure of the product: from zero for an elastic solid, to one for a viscous fluid. This article tries to explain this phenomenon using the fractional derivative theory, and to get an estimation of the coefficient relying on micro-rheology. The first experiments have been performed on water, gels and cosmetic emulsions. The results show that for structures closed to Newtonian fluid the coefficient is around one and it decreases when the fluid differs from this ideal case. The coefficient evolution over the time for gels is linked to the gelation phenomenon. As a consequence we can ensure that this quantity is correlated to the material microscopic structure.
机译:化妆品可以被认为是复杂的流体,如聚合物和胶体悬浮液。为了描述其机械结构,可以监测复杂的剪切模量,代表材料弹性和粘度的流变量。其中,唤醒和Zimm定居了一种模型,其中这些类型的材料在短时间内,这些材料呈现出遵循频率的幂律的复杂剪切模量。当一个人看待本领域的状态时,似乎电力法系数与产品的内在结构相关联:从零用于弹性固体,从零是用于粘性流体的零。本文试图利用分数衍生理论解释这种现象,并估计依赖于微流学的系数。在水,凝胶和化妆品乳液中进行了第一个实验。结果表明,对于纽托尼亚流体关闭的结构,系数围绕一个,当流体与该理想情况不同时,它会减少。随着凝胶时间的系数演变与凝胶化现象相关联。结果,我们可以确保该数量与材料微观结构相关。

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