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گواهی نمایه سازی مقاله Evaluation of the Heat Transfer Rate Increases in Retention Pools Nuclear Waste

عنوان مقاله: Evaluation of the Heat Transfer Rate Increases in Retention Pools Nuclear Waste
شناسه (COI) مقاله: NCEEE01_004
منتشر شده در کنفرانس سراسری الکترونیکی محیط زیست و انرژی ایران در سال ۱۳۹۳
مشخصات نویسندگان مقاله:

D Domari Ganji - Professor, Islamic Azad University Department of Mechanical Engineering Sari,Iran
M Abbasi - Professor, Islamic Azad University Department of Mechanical Engineering Sari,Iran
M.M Peiravi - Masters, Islamic Azad University Department of Mechanical EngineeringSari,Iran

خلاصه مقاله:
In this paper tried to find solution for quick transfer of atomic dump (nuclear wastes) from pools of cool water to dry stores in order to reduce the environmental and financial expenses of burying atomic waste considerably. So the velocity of heat transfer should be increased from atomic waste materials to area out of container . Therefore in Bottom of the pool, we can Embedded space which conical fins (vertically) applied within it and inside of the space such fins are in porous medium and natural convection flow of liquid Newtonian nanofluid passing upon it . In this research we study about velocity of heat transfer by using such special space . In this research, free convection boundary layer flow on a vertical cone in a porous medium for Newtonian nanofluid with Analytical solutions have been studied. Similarity solution for cone subjected to Consideration boundary conditions a nonlinear ordinary differential equation which the obtained nonlinear ODE has been solved through homotopy analysis method (HAM). The obtained analytical solution in comparison with the numerical ones represents a remarkable accuracy. The results also indicate that HAM can provide us with a convenient way to control and adjust the convergence region. By the way we also calculate Nusselt number that is an important parameter in heat transfer by obtained analytical solution by HAM.

کلمات کلیدی:
Nuclear wastes; Homotopy Analysis Method (HAM); Porous Media; Newtonian Nanofluid ; Similarity Solution; Ordinary Differential Equations (ODE)

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