Explore the fundamentals of the Finite Element Method (FEM), one of the most powerful computational tools used in engineering ...

The element‐free Galerkin (EFG) methods represent a significant progression in numerical analysis, harnessing meshless techniques to overcome challenges associated with conventional meshing.

Boundary Element Methods (BEM) have emerged as a robust numerical technique for addressing wave propagation problems across diverse fields such as acoustics, elastodynamics, and electromagnetics.

It is also a handbook for researchers working on numerical analysis, who require a focused volume on boundary element methods for heat transfer applications.

This result is applied to linear-quadratic Neumann boundary control problems with pointwise inequality constraints on the control. The approximations of the control are piecewise constant. The state ...

Beam deflections and boundary conditions The integrations needed to determine beam deflections require the enforcement of the appropriate displacement and rotation boundary conditions (BCs). It is ...

The first design approach does not guarantee that formation of in-span plastic hinges on horizontal boundary elements (HBE) will be prevented; while the second approach guarantees that plastic hinges ...

A complete understanding of the limiting behavior of the principal eigenvalue and its eigenfunction is obtained, and new fundamental effects of large degenerate advection and boundary conditions on ...