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Application of the Meshless Local Petrov-Galerkin Method to Unsteady, Multi-Dimensional Fluid Dynamics with Interfaces.

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Figure

Figure 2.1:Example of an arbitrarily shaped domain with non-uniform node placement withsubdomains for interior node (x) and boundary node (y).
Figure 3.1:MLPG results for two-dimensional Poisson’s with Dirichlet boundary conditions.
Figure 3.2:Domain and boundary condition diagram for two-dimensional Poisson’s with mixedboundary conditions.
Figure 3.4:MLPG results for the mixed boundary condition two-dimensional Poisson’s prob-lem
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