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Numerical Heat Transfer, Part B: Fundamentals
An International Journal of Computation and Methodology
Volume 1, 1978 - Issue 1
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Original Articles

An Examination of Four Differencing Schemes for Some Elliptic-Type Convection Equations

L. C. Chow Department of Mechanical Engineering, University of California, Berkeley, California, 94720
&
C. L. Tien Department of Mechanical Engineering, University of California, Berkeley, California, 94720
Pages 87-100 | Published online: 14 Jul 2010

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M. Adekojo Waheed. (2007) An Approach to the Simulation of Natural-Convective Heat Transfer between Two Concentric Horizontal Cylindrical Annuli. Numerical Heat Transfer, Part A: Applications 53:3, pages 323-340.
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AnnT. Shih & ConstantineM. Megaridis. (1994) FINITE DIFFERENCE DISCRETIZATION EFFECTS ON MULTIDIMENSIONAL DROPLET EVAPORATION MODELING. Numerical Heat Transfer, Part A: Applications 25:2, pages 159-169.
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H. Zhou & A. Zebib. (1992) OSCILLATORY CONVECTION IN SOLIDIFYING PURE METALS. Numerical Heat Transfer, Part A: Applications 22:4, pages 435-468.
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Nicolay Ivanov Kolev. (1987) A Three-Field Diffusion Model of Three-Phase, Three-Component Flow for the Transient Three-Dimensional Computer Code IVA2/001. Nuclear Technology 78:2, pages 95-131.
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H. H. Wong & G. D. Raithby. (1979) IMPROVED FINITE-DIFFERENCE METHODS BASED ON A CRITICAL EVALUATION OF THE APPROXIMATION ERRORS. Numerical Heat Transfer 2:2, pages 139-163.
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L. C. Chow, Y. K. Cheung & C. L. Tien. (1978) A NEW FINITE-DIFFERENCE REPRESENTATION FOR THE VORTICITY AT A WALL WITH SUCTION. Numerical Heat Transfer 1:3, pages 417-423.
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