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首页> 外文期刊>Fuel Processing Technology >Viscosity model for oxide melts relevant to fuel slags. Part 2: The system SiO2-Al2O3-CaO-MgO-Na2O-K2O
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Viscosity model for oxide melts relevant to fuel slags. Part 2: The system SiO2-Al2O3-CaO-MgO-Na2O-K2O

机译:与燃料渣相关的氧化物熔体的粘度模型。第2部分:系统SiO2-Al2O3-CaO-MgO-Na2O-K2O

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摘要

The viscosity model recently developed for fully liquid pure oxides and binary systems is extended to describe the viscosity of multicomponent systems, based on the thermodynamic modified associate species model. In the model the viscosity is linked to the distribution of associate species as well as the connectivity of associate species. To describe the viscosity for multicomponent systems, the ternary associate species are introduced. The focus of the present paper is to describe the viscosity of the system SiO2-Al2O3-CaO-MgO-Na2O-K2O and its ternary or higher order subsystems. The model shows a good performance in describing the viscosity using only one set of model parameters, which all have a clear physico-chemical meaning. The viscosity behavior when substituting one network modifier for another at constant SiO2 contents is well described. The Al2O3-induced viscosity maximum is also well described, in which the position and magnitude of the viscosity maximum as a function of composition and temperature (charge compensation effect) are properly predicted. Another viscosity maximum when replacing Al2O3 with SiO2 for constant contents of the network modifiers is well presented. Moreover, the current model is self-consistent, in which the extension of viscosities from lower order systems to higher order systems works well, and vice versa. (C) 2015 Elsevier B.V. All rights reserved.
机译:最近针对全液态纯氧化物和二元体系开发的粘度模型已扩展到描述基于热力学修饰的缔合物种模型的多组分体系的粘度。在模型中,粘度与关联物种的分布以及关联物种的连通性相关。为了描述多组分体系的粘度,引入了三元缔合物质。本文的重点是描述SiO2-Al2O3-CaO-MgO-Na2O-K2O体系及其三元或更高阶子系统的粘度。该模型在仅使用一组模型参数来描述粘度时显示出良好的性能,所有这些参数均具有明确的理化含义。很好地描述了在恒定的SiO2含量下用一种网络改性剂替代另一种网络改性剂时的粘度行为。还很好地描述了由Al 2 O 3引起的最大粘度,其中适当地预测了最大粘度的位置和大小随组成和温度的变化(电荷补偿效应)。对于网络改性剂的恒定含量,当用SiO2代替Al2O3时,可以很好地呈现出另一个最大粘度。此外,当前模型是自洽的,其中粘度从低阶系统到高阶系统的扩展效果很好,反之亦然。 (C)2015 Elsevier B.V.保留所有权利。

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