水溶液中四烷基溴化铵的超声吸收光谱研究

V. Kühnel, U. Kaatze
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引用次数: 29

摘要

在25℃下,测量了对称四烷基溴化铵水溶液的超声吸收系数和声速与频率ν (300 kHz≤ν≤5 GHz)和盐的摩尔浓度m(0≤m≤6 mol/kg)的关系。阳离子(CnH2n+1)4N+的疏水链从n = 1变化到n = 5。Me4NBr (n = 1)溶液的吸收光谱对经典吸收没有过多的贡献,而较大疏水阳离子溶液的吸收光谱显示出两个弛豫区。其中一个区域可以用debye型弛豫过程来表示,其弛豫时间τD (τD≈20 ns)几乎与溶质浓度和阳离子烷基的长度无关。这一过程归因于分子内的旋转异构化机制。另一个松弛区反映了松弛时间分布。其主弛豫时间τmax在15 ~ 230ps之间。这种弛豫似乎是由于盐溶液的微非均相结构所致。它可以很好地代表罗曼诺夫?Solov'ev浓度波动模型,如果将此模型推广到也考虑相关性的影响。发现相关长度的值与粒子半径基本一致,粒子半径可由溶液的相互扩散系数和剪切粘度根据Stokes?爱因斯坦关系式。一个值得注意的结果是发现扩展的罗曼诺夫?Solov'ev模型在弛豫幅度上具有不寻常的浓度依赖性。从有机盐溶液的结构性质出发,讨论了由吸声经典部分得到的体积粘度数据和由声速得到的等熵压缩率数据。
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Uncommon Ultrasonic Absorption Spectra of Tetraalkylammonium Bromides in Aqueous Solution

Ultrasonic absorption coefficients and sound velocities of aqueous solutions of symmetric tetraalkylammonium bromides have been measured at 25 °C as a function of frequency ν (300 kHz ≤ ν ≤ 5 GHz) and molal concentration m of salt (0 ≤ m ≤ 6 mol/kg). The hydrophobic chains of the cations (CnH2n+1)4N+ have been varied from n = 1 to n = 5. The absorption spectra for solutions of Me4NBr (n = 1) did not show contributions in excess to the classical absorption, while those for solutions of larger hydrophobic cations revealed two relaxation regions. One of these regions can be represented by a Debye-type relaxation process with a relaxation time τDD ≈ 20 ns) which is almost independent of the solute concentration and the length of the cation alkyl groups. The process is attributed to an intramolecular mechanism of rotational isomerization. The other relaxation region reflects a relaxation time distribution. Its principal relaxation time τmax adopts values between 15 and 230 ps. This relaxation appears to be due to a microheterogeneous structure of the salt solutions. It can be well represented by the Romanov?Solov'ev model of concentration fluctuations if this model is extended to also consider effects of correlations. The values for the correlation length are found to nearly agree with the particle radius that can be calculated from the mutual diffusion coefficient and the shear viscosity of the solutions according to the Stokes?Einstein relation. A noticeable result is the finding that the extended Romanov?Solov'ev model meets with the unusual concentration dependence in the relaxation amplitude. The volume viscosity data derived from the classical part of the sound absorption and data for the isentropic compressibility as resulting from the sound velocity are also discussed in terms of structural properties of the organic salt solutions.

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