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Transport coefficients in glassy colloidal fluids

机译:玻璃态胶体液中的传输系数

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Our microscopic theory of entropic barrier formation and activated hopping for hard-sphere colloidal suspensions [K. S. Schweizer and E. J. Saltzman, J. Chem. Phys. 119, 1181 (2003), preceding paper] is combined with general statistical mechanical relations and a binary-collision-type model for the low-viscosity regime [E. G. D. Cohen, R. Verberg, and I. M. deSchepper, Physica A 251, 251 (1998)] to construct a theory for transport properties applicable for all particle concentrations. Quantitative, no adjustable parameter comparisons with experimental measurements of the self-diffusion constant and shear viscosity over a wide range of volume fractions show that the theory is quite accurate. The ability of model functions which contain dynamic singularities to describe our theoretical results is also established. Critical power laws and free-volume models can fit the theoretical calculations quite well over three to six orders of magnitude variation in the high-concentration regime, but all deviate qualitatively at sufficiently low and high volume fractions. (C) 2003 American Institute of Physics. [References: 29]
机译:我们的硬壁胶体悬浮液的熵屏障形成和活化跳跃的微观理论[K. S.Schweizer和E.J.Saltzman,J.Chem。物理119,1181(2003),先前的论文]结合了一般的统计力学关系和针对低粘度状态的二元碰撞型模型[E. G. D. Cohen,R. Verberg和I. M. deSchepper,Physica A 251,251(1998)]构建了适用于所有颗粒浓度的传输性质的理论。在广泛的体积分数范围内,对自扩散常数和剪切粘度的实验测量结果进行了定量的,不可调整的参数比较,表明该理论非常准确。还建立了包含动态奇点的模型函数描述我们的理论结果的能力。临界功率定律和自由体积模型可以很好地拟合理论计算,在高浓度范围内,变化超过3到6个数量级,但在足够低和高的体积分数下,所有定性偏差。 (C)2003美国物理研究所。 [参考:29]

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