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首页> 外文期刊>The Journal of Chemical Physics >The glass transition of charged and hard sphere silica colloids
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The glass transition of charged and hard sphere silica colloids

机译:带电和硬球二氧化硅胶体的玻璃化转变

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摘要

Dynamic and static light scattering is applied to concentrated suspensions of silica nanoparticles with surface functionalizations causing highly charged or hard sphere interaction potentials, respectively. The index of refraction of the dispersion medium was matched to that of the particles using a mixture of water/glycerol for the charged particles and toluene/ethanol for the hard spheres. The static structure factors correspond to the appropriate theoretical models, Percus-Yevick and rescaled mean spherical approximation. At volume fractions #phi# = 0.18 a glass transition for the charged systems and at #phi# = 0.53 for the hard spheres can be observed, as evident from the nondecaying components of the intermediate scattering functions. In the glassy state the experimental correlation functions agree with the predictions of the mode-coupling theory over several orders of magnitude in time. Using the fitted experimental structure factors as input for the mode-coupling theory we find good agreement between the theoretical nonergodicity parameters and the measured Debye-Waller factors. In the liquid state close to the glass transition the experimental intermediate scattering functions and the predictions of the mode-coupling theory for the #alpha# and #beta# relaxation are compared within a large Q range. Using an exponent parameter #lambda# = 0.74 for the charged particles and #lambda# = 0.76 for the hard spheres a good agreement between theory and experiment can be obtained, both for the liquidlike and the glassy state.
机译:将动态和静态光散射应用于具有表面功能化的二氧化硅纳米粒子的浓缩悬浮液,分别导致高度带电或硬球相互作用的电位。使用带电粒子的水/甘油和用于硬球的甲苯/乙醇的混合物,使分散介质的折射率与粒子的折射率匹配。静态结构因子对应于适当的理论模型,Percus-Yevick和重新换算的平均球面近似。从中间散射函数的非衰减分量可以看出,在体积分数#phi#= 0.18时,可以观察到带电系统的玻璃化转变,而在#phi#= 0.53时对于硬球的玻璃化转变。在玻璃态下,实验相关函数与模式耦合理论的预测在几个数量级的时间内一致。使用拟合的实验结构因子作为模式耦合理论的输入,我们发现理论非遍历性参数与测得的Debye-Waller因子之间具有良好的一致性。在接近玻璃化转变的液态下,在较大的Q范围内比较了实验的中间散射函数和#alpha#和#beta#弛豫的模式耦合理论的预测。对于带电粒子,使用指数参数#lambda#= 0.74,对于硬球体使用#lambda#= 0.76,无论是液态还是玻璃态,理论和实验都可以很好地吻合。

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