Local Method of Approximate Particular Solutions for Two-Dimensional Unsteady Incompressible Flow

Mužík, Juraj; Kais, Ladislav; Bulko, Roman

doi:10.26552/com.c.2016.4.77-82

Komunikácie

2016

DOI: 10.26552/com.c.2016.4.77-82

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Local Method of Approximate Particular Solutions for Two-Dimensional Unsteady Incompressible Flow

Juraj Mužík¹,

Ladislav Kais²,

Roman Bulko³

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2017

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Two-dimensional convection—diffusion problem solved using method of localized particular solutions

Mužík

Holičková

2017

MATEC Web Conf.

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Abstract.A meshless local method of approximated particular solutions (LMAPS) is used to analyze problem described by the convectiondiffusion equation. The method solves the steady convection-diffusion equation with reaction term. The discretized system of equations is derived via interpolation procedure using integrated multiquadrics (MQ) radial basis functions (RBF). The solution of the equation is performed over simple geometry with non-uniform velocity field and results are presented in the article. The LMAPS method is capable to produce stable solutions with results comparable to the analytical solutions.

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Two-dimensional convection—diffusion problem solved using method of localized particular solutions

Mužík

Holičková

2017

MATEC Web Conf.

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Local Method of Approximate Particular Solutions for Two-Dimensional Unsteady Incompressible Flow

Cited by 1 publication

References 17 publications

Two-dimensional convection—diffusion problem solved using method of localized particular solutions

Two-dimensional convection—diffusion problem solved using method of localized particular solutions

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