EFFICIENCY AND ACCURACY OF HIGHER-ORDER BOUNDARY-ELEMENT METHODS FOR STEADY CONVECTIVE HEAT DIFFUSION

M. M. Grigoriev, Gary F. Dargush

Type: Article

Publication Date: 2004-02-01

Citations: 5

DOI: https://doi.org/10.1080/10407790490253874

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Numerical Heat Transfer Part B Fundamentals - View

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Cited by (0)

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Citing (9)

Action	Title	Year	Authors
+	<i>Integrals and Series</i>	1988	A. P. Prudnikov Yu. A. Brychkov O. I. Marichev Robert H. Romer
+	Boundary element solutions to steady convective diffusion equations	1983	Masatoshi Ikeuchi Keiji Onishi
+	Computational Methods for Fluid Flow	1983	R. Peyret Thomas D. Taylor
+	Numerical solution of convection-diffusion problems at high Péclet number using boundary elements	1998	Zhimei Qiu L.C. Wrobel H. Power
+	Analysis of convective diffusion problem with first‐order chemical reaction by boundary element method	1988	Naotaka Okamoto
+	Handbook of Mathematical Functions	1966	Donald A. McQuarrie
+	A boundary element method for the solution of convective diffusion and burgers’ equations	1994	M. M. Grigor’ev
+	Boundary Element Solution of a Three-dimensional Convective Diffusion Equation for Large Peclet Numbers	1988	Yasuhiro Tanaka Toshihisa Honma
+	Handbook of Mathematical Functions	1972	Milton Abramowitz I. A. Stegun