潘天坦纳液薄膜流动升力的解析解

S. Channer, K. Memon, A. A. Ghoto, A. Siddiqui, S. F. Shah
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引用次数: 2

摘要

本文分析了在变粘度条件下Phan Thien Tanner流体在垂直带上稳定、不可压缩、非等温的薄膜流动。我们推导了基本的非线性微分方程作为连续性方程和动量方程。然后利用微扰技术求解得到的方程。温度黏度采用雷诺模型。在此基础上求解了上对流Maxwell (UCM)、线性PTT (LPTT)和二次PTT (QPTT)模型。在这种情况下,得到了“速度剖面、温度分布、体积流量和平均速度”的解释。不同参数对“速度分布”和“温度分布”的影响用图形表示,因此也用表格比较了PTT所有特殊情况下的速度和温度分布。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analytical Solutionof Lift for Thin Film Flow for Phan Thien Tanner Fluid
>The present work analyses the study of thin film flow of a steady, incompressible, non-isothermal under the influence of variable viscosity for Phan Thien Tanner fluid on a vertical belt. We have derived the basic governing non-linear differential equation as of the continuity and momentum equation. Then we have used Perturbation technique to solve resulting equation. Reynold model is used for temperature dependent viscosity. The upper convected Maxwell (UCM), linear PTT (LPTT) and quadratic PTT (QPTT) models have been solved from this considered model. Interpretation for “velocity profile, temperature distribution, volume flow rate and average velocity” has been obtained in this case. Consequence of distinct parameters on “velocity profile” and “temperature distribution” are shown graphically and therefore the comparison is also given for velocity and temperature distribution for all the special cases of PTT by using tables.
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