دانلود مقاله انگلیسی رایگان:یک مطالعه نظری در مورد رشد مویرگی مایعات  قانون قدرت غیر نیوتنی - 2020
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  • A theoretical study on the capillary rise of non-Newtonian power-law fluids A theoretical study on the capillary rise of non-Newtonian power-law fluids
    A theoretical study on the capillary rise of non-Newtonian power-law fluids

    سال انتشار:

    2020


    عنوان انگلیسی مقاله:

    A theoretical study on the capillary rise of non-Newtonian power-law fluids


    ترجمه فارسی عنوان مقاله:

    یک مطالعه نظری در مورد رشد مویرگی مایعات قانون قدرت غیر نیوتنی


    منبع:

    Sciencedirect - Elsevier - Applied Mathematical Modelling, 81 (2020) 768-786: doi:10:1016/j:apm:2020:01:025


    نویسنده:

    Fang Shan a , Zhenhua Chai a , b , ∗, Baochang Shi a , b


    چکیده انگلیسی:

    The phenomena of capillary rise with the effect of displaced fluids are ubiquitous in both science and engineering, and the mathematical models and their analytical solutions of this problem have also received increasing attention. In this paper, a theoretical study on the rising dynamics of non-Newtonian power-law fluids in a capillary is performed, and the classical Lucas–Washburn equation is generalized to a nonlinear second-order differ- ential equation in which the effects of the power-law index and displaced fluids are in- cluded. We analyze the imbibition behaviors of power-law fluids under the influence of displaced fluids in details, and also present some analytical solutions of different special cases and different time stages. The results show that for different special cases, it takes shorter time for shear thickening fluid to reach the equilibrium height. For different time stages, however, the rising phenomena of power-law fluids are more complex, and the average time for the shear-thinning fluid to reach the equilibrium height is longer com- pared to shear-thickening fluid, but an opposite phenomenon is observed for the case of μ1 , 0 /μ2 , 0 = 100 (here μ1,0 / μ2,0 is the viscosity ratio of two power-law fluids) in viscous time stage. In inertial time stages, the density ratio of the absorbed fluid to the displaced fluid also has a significant effect on the rising dynamics of imbibing fluid. Furthermore, the effect of dynamic contact angle is also included in the governing equation and analytical solutions. Through a comparison between the theoretical results and experimental data, a good agreement is observed. These results can be used as a priori for liquid absorption in industrial applications, including oil recovery, fuel cells and water collection of artificial silk.
    Keywords: Capillary rise | Non-Newtonian fluids | Displaced fluids | Contact angle


    سطح: متوسط
    تعداد صفحات فایل pdf انگلیسی: 19
    حجم فایل: 929 کیلوبایت

    قیمت: رایگان


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