Research Article
Application of Radial Basis Function Method for Solving Nonlinear Integral Equations
Algorithm 1
Flowchart for background mesh quadrature technique.
(1) Loop over cells of domain | (2) Loop over quadrature points in every cell | (a) if quadrature point outside solution domain, go to 2(d); | (b) if quadrature point inside solution domain, compute the integrand in (18), then multiplied by the | corresponding Gauss weights, go to 2(d); | (c) if quadrature point located in solution boundary, perform the similar process as 2(b) and then multiplied by 0.5; | (d) end if. | (3) End quadrature point loop | (4) End cell loop | (5) Give the matrix element |
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