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Effect of γ-Fe 2O 3 nanoparticles on rheological and volumetric properties of solutions containing polyethylene glycol

机译:γ-Fe 2 O 3 纳米颗粒对含聚乙二醇溶液流变和体积性质的影响

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The effect of γ-Fe~(2)O~(3)nanoparticles on the rheological and volumetric properties of polyethylene glycol with molar mass of 400 (g?mol_(?1)), PEG400, and the dilute solutions of PEG400-PEG2000 and PEG400-PEG6000 was investigated. PEGs with molar masses of 2000 and 6000 (g?mol_(?1)) were dissolved in PEG400 to prepare the homogeneous solutions. Rheological properties and the density values for these solutions were measured. Nanoparticles of γ-Fe~(2)O~(3)were added to these solutions and dispersed by an ultrasonic bath for making the homogeneous nanofluids. The UV–Vis spectroscopy, zeta potential and dynamic light scattering have been used to specify the stability and particle size distribution of colloidal solutions studied. Fluid flow and suspense structure of γ-Fe~(2)O~(3)nanoparticles in the base fluids of PEG400, PEG400-PEG2000 and PEG400-PEG6000 were studied by measuring the magnetorheological properties at T ?=?298.15?K. Bingham plastic, Herschel–Bulkley, and Carreau–Yasuda models have been applied for modeling the magnetorheological properties of nanofluids. Interparticle interactions that occurred in the investigated nanofluids can be determined by calculating the excess molar volume values. This requires to measure the density data for γ-Fe~(2)O~(3)-PEG400, γ-Fe~(2)O~(3)-PEG400-PEG2000 and γ-Fe~(2)O~(3)-PEG400-PEG6000?systems at T ?=?(298.15, 308.15 and 318.15) K. The excess molar volumes were calculated from these data and fitted with Ott et al. and Singh et al. equations.
机译:γ-Fe〜(2)O〜(3)纳米粒子对摩尔质量为400(g?mol _(?1))的聚乙二醇,PEG400和PEG400-PEG2000稀溶液的流变和体积性质的影响并研究了PEG400-PEG6000。将摩尔质量为2000和6000(g?mol _(?1))的PEG溶解在PEG400中以制备均质溶液。测量这些溶液的流变性质和密度值。将γ-Fe〜(2)O〜(3)的纳米粒子添加到这些溶液中,并通过超声浴分散以制备均匀的纳米流体。紫外可见光谱,ζ电位和动态光散射已用于指定所研究胶体溶液的稳定性和粒径分布。通过在T == 298.15?K下测量磁流变特性,研究了PEG400,PEG400-PEG2000和PEG400-PEG6000基液中γ-Fe〜(2)O〜(3)纳米粒子的流动和悬浮结构。 Bingham plastic,Herschel-Bulkley和Carreau-Yasuda模型已用于模拟纳米流体的磁流变性质。可以通过计算过量的摩尔体积值确定在研究的纳米流体中发生的粒子间相互作用。这需要测量γ-Fe〜(2)O〜(3)-PEG400,γ-Fe〜(2)O〜(3)-PEG400-PEG2000和γ-Fe〜(2)O〜( 3)-T ==(298.15,308.15和318.15)K的PEG400-PEG6000体系。根据这些数据计算出过量的摩尔体积,并与Ott等人拟合。和Singh等。方程。

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