Abstract
A very effective method for some kind of problems is the Method of Fundamental Solutions (MFS). It is a boundary meshless method which does not need any mesh and in linear problems only nodes (collocation points) on the domain boundaries and a set of source functions (fundamental solutions, i.e. Kelvin functions) in points outside the domain are necessary to satisfy the boundary conditions. Another kind of source functions can be obtained from derivatives of the Kelvin source functions. Dipoles are the derivatives of Kelvin function in direction of acting force.
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