数值研究辐射传输对层流自然对流的影响,二维,永久,在水平轴环形空间,由两个等温圆柱划定

Mohamed Naceur Borjini, Cheikh Mbow, Michel Daguenet
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引用次数: 6

摘要

数值研究了同心或垂直偏心水平圆柱间参与介质中辐射与自然对流的联合作用。环形介质被认为是一种灰色的、发射、吸收和各向同性散射的气体。利用两柱坐标系、流函数和涡度,写出了稳态、层流、二维、热对流和自然对流的方程。采用有限体积法对动量、能量和辐射传递耦合方程进行离散化。为了求解全局非线性代数方程,采用了逐次过松弛迭代格式。得到了瑞利数在103 ~ 105范围内,辐射传导参数在0 ~∞范围内的数值解。讨论了辐射传导参数、瑞利数等参数对流动和温度分布及传热的影响。
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Étude numérique de l'influence du transfert radiatif sur la convection naturelle laminaire, bidimensionnelle, permanente, dans un espace annulaire d'axe horizontal, délimité par deux cylindres circulaires isothermes

Combined radiation and natural convection in a participating medium between concentric or vertically eccentric horizontal cylinders is investigated numerically. The annular medium is considered as a gray, emitting, absorbing, and isotropically scattering gas. The equations of steady, laminar, two-dimensional, thermal, natural convection are written by using a two-cylindrical coordinate system, the stream function, and the vorticity. The finite volumes method is used to discretize the coupled equations of momentum, energy, and radiative transfer. To solve the global nonlinear algebraic equations the successive-over-relaxation iterating scheme is applied. Numerical solutions are obtained for a Rayleigh number in the range 103–105 and radiation-conduction parameter ranging from 0 to ∞. The influences of radiation-conduction parameter, Rayleigh number and other parameters on flow and temperature distributions and heat transfer are discussed.

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