This paper describes an application of the recently proposed Modified Method of Fundamental Solutions (MMFS) to potential flow problems. The solution in two dimensional Cartesian coordinates is represented in terms of the double layer fundamental solution of the Laplace equation. This novel method does not require fictitious boundary as the conventional Method of Fundamental Solutions (MFS). A numerical example of potential flow around two dimensional circular region is shown. It is shown that the MMFS gives better accuracy of the velocity components as compared with the classical MFS.
B.04 Guest lecture
COBISS.SI-ID: 939003From the letter of Emerald publisher: Every year Emerald invites each journal’s Editorial Team to nominate what they believe has been that title’s Outstanding Paper and up to three Highly Commended Papers from the previous 12 months. Your article entitled Solution of thermo-fluid problems by collacoation with local pressure correction published in International Journal of Numerical Methods for Heat & Fluid Flow has been chosen as a "Highly Commended Award Winner at the Literati Network Awards for Excellence 2009".
E.02 International awards
COBISS.SI-ID: 992507