Titlebook: Meshfree Methods for Partial Differential Equations VI; Michael Griebel,Marc Alexander Schweitzer Conference proceedings 2013 Springer-Ver

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Corrected Stabilized Non-conforming Nodal Integration in Meshfree Methods, on a Ritz projection of the integration error that allows a modified Galerkin discretization of the original weak form to be established in terms of assumed strains. The solution obtained by this method is the correction of the original Galerkin discretization obtained by the inaccurate numerical i

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HOLMES: Convergent Meshfree Approximation Schemes of Arbitrary Order and Smoothness,imate affine functions exactly. In addition, LME approximation schemes converge in the Sobolev space ., i.e., they are ..-continuous in the conventional terminology of finite-element interpolation. Here we present a generalization of the Local Max-Ent approximation schemes that are consistent to arb

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Meshfree Modeling in Laminated Composites, applications, the simulation must be capable of initiation and propagation of changes in the problem domain. Further, these changes must be able to be incorporated within a design-scale simulation. The use of a visibility condition, coupled with the local and dynamic nature of meshfree shape functi