用相似理论和规则热态理论测定多相介质的粘度

Olga Vlasenko
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引用次数: 0

摘要

每种液体的性质都可以用一系列物理量来表征:密度、粘度、电导率、热容量、表面张力等。在目前的技术发展阶段,液体粘度的测量在人类生活的各个领域是一项紧迫的任务:汽车、石油和天然气、航空、食品、医疗和许多其他行业。粘度(内摩擦)是流体(液体和气体)抵抗其中一个部分相对于另一个部分运动的特性。粘度是一个非恒定值,它的变化取决于液体介质的温度、其成分中杂质的存在以及资源的价值。它可以是运动的、动态的、有条件的和具体的。然而,最常用的指标是运动或动态粘度。粘度测定的实验结果是在支架上得到的,这是实验和计算方法的一个组成部分。实验装置的主要组成部分是两个工作腔——外腔和内腔。建立了第一和第二近似的准则方程,包括相似准则,即雷诺兹准则和普朗特准则,以描述三相介质的传热。粘度在第一次近似中使用“模型液体”的判据方程,在第二次近似中使用“模型液体”和基质共同获得的判据方程。在两个近似中发现的粘度之间的差异可达±30…40%。关键词:常规热模式,沼气,基质,沼气装置,热稳定,热物理性质,实验与计算方法,数学模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
DETERMINATION OF THE VISCOSITY OF A MULTIPHASE MEDIUM USING THE THEORY OF SIMILARITY AND THE THEORY OF THE REGULAR THERMAL REGIME
The properties of each liquid can be characterized by a whole complex of various physical quantities: values of density, viscosity, electrical conductivity, heat capacity, surface tension, etc. At the current stage of technological development, the measurement of liquid viscosity is an urgent task in various areas of human life: automotive, oil and gas, aviation, food, medical and a number of other industries. Viscosity (internal friction) is the property of fluid bodies (liquids and gases) to resist the movement of one of their parts relative to another. Viscosity is a non-constant value and changes depending on the temperature of the liquid medium, the presence of impurities in its composition, and the value of the resource. It can be kinematic, dynamic, conditional and specific. However, indicators of kinematic or dynamic viscosity are most often used. The experimental results of viscosity determination were obtained on the stand, which is a component of the experimental and calculation method. The main elements of the experimental setup are two working cavities - external and internal. Criterion equations in the first and second approximation, consisting of similarity criteria, namely the Reynolds criterion and the Prandtl criterion, were developed to describe the heat transfer to three-phase media. Viscosity was determined in the first approximation using the criterion equation for "model liquids", and in the second approximation using the criterion equation obtained jointly for "model liquids" and the substrate. The difference between the viscosity found in the two approximations is up to ±30...40%. Key words: regular thermal mode, biogas, substrate, biogas installation, thermal stabilization, thermophysical properties, experimental and calculation method, mathematical model.
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