UDC 532.542.2

© Kolosov C. M., Rusyak I. G., 2008

Numerical simulation of the incompressible liquid flow in a curvilinear channel

The mathematical statement of the problem for the incompressible liquid flowing through the rectilinear and curvilinear areas of the pipeline is presented. Also, discrete operator and prediction for the laminar flow through a curvilinear part of the pipeline are considered.

References:

Kolosov S. M., Rusyak I. G. Techenie vyazkoy teploprovodnoy zhidkosti v kanale s krivolineynoy obrazuyushchey // Vestnik IzhGTU. Izhevsk. 2006. ¹ 4.
Anderson J. D. Computational Fluid Dynamics: the basics applications, 1995.
Anderson D., Tannekhil Dzh., Pletcher R. Vychislitel`naya gidromekhanika i teploobmen. M., 1990. T. 1.
Patankar S. Chislennye metody resheniya zadach teploobmena i dinamiki zhidkosti. M., 1984.

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	Main page News Editorial staff For authors Subscription Archive Site map Russian version Search:	UDC 532.542.2 © Kolosov C. M., Rusyak I. G., 2008 Numerical simulation of the incompressible liquid flow in a curvilinear channel The mathematical statement of the problem for the incompressible liquid flowing through the rectilinear and curvilinear areas of the pipeline is presented. Also, discrete operator and prediction for the laminar flow through a curvilinear part of the pipeline are considered. References: Kolosov S. M., Rusyak I. G. Techenie vyazkoy teploprovodnoy zhidkosti v kanale s krivolineynoy obrazuyushchey // Vestnik IzhGTU. Izhevsk. 2006. ¹ 4. Anderson J. D. Computational Fluid Dynamics: the basics applications, 1995. Anderson D., Tannekhil Dzh., Pletcher R. Vychislitel`naya gidromekhanika i teploobmen. M., 1990. T. 1. Patankar S. Chislennye metody resheniya zadach teploobmena i dinamiki zhidkosti. M., 1984. Download article (694.3 Kb) Сontents

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