화학공학소재연구정보센터
Inzynieria Chemiczna i Procesowa, Vol.27, No.3, 707-719, 2006
Modelling of 2D flows in complex geometry by the vortex particle method
Vortex in the cell method was investigated for solution of the flow problem in an arbitrary domain. The Poisson equation was solved on a non-rectangular body-oriented structural grid. Such a grid allows one to cover precisely a complex geometry and offers a great flexibility in the choice of the software for the mesh generation. A new method for redistribution of the vortex particles intensity (circulation) onto irregular mesh nodes was worked out. Test computation was made for a flow around a cylinder and airfoil with various angles of attack. A good qualitative agreement was obtained with the pictures of the flow presented in literature.