Boundary Elements and Other Mesh Reduction Methods: XXIX

Section 1: Meshless techniques Stress analysis by local integral equations; Non-overlapping domain decomposition scheme for the symmetric radial basis function meshless approach with double collocation at the sub-domain interfaces; Initial stress formulation for three-dimensional elastoplastic analysis by the triple--reciprocity boundary element method; A meshless solution for potential equations using a continuous-valued circular line source; Adaptive error estimation of the Trefftz method for solving the Cauchy problem Section 2: Advanced formulations New boundary element analysis of acoustic problems with the fictitious eigenvalue issue; A BEM formulation of free hexagons based on dynamic equilibrium; Introduction of STEM for stress analysis in statically determined bodies; Null-field integral equations and their applications Section 3: Dual reciprocity method Hybrid BEM for the early stage of a 3D unsteady heat diffusion process; Evaluation of strong shear thinning non-Newtonian fluid flow using single domain DR-BEM; DRM-MD approach for bound electron states in semiconductor nano-wires Section 4: Computational issues Comparison of radial basis functions in evaluating the Asian option; Inmost singularities and appropriate quadrature rules in the boundary element method; Parallelized iterative domain decomposition boundary element method for thermoelasticity Section 5: Fluid mechanics applications Flow over a square cylinder by BEM; Meshless analysis of flow and concentration in a water reservoir; Numerical analysis of compressible fluid flow in a channel with sharp contractions Section 6: Heat and mass transfer Multiscale simulation coupled DRBEM with FVM for the two-phase flow with phase change process of micrometer scale particles; Boundary Element Method for double diffusive natural convection in a horizontal porous layer Section 7: Plates and shells Analysis of von Karman plates using a BEM formulation; Linear analysis of building floor structures by a BEM formulation based on Reissner's theory Section 8: Wave propagation Time and space derivatives in a BEM formulation based on the CQM with initial conditions contribution; A method for obtaining a sparse matrix from the volume integral equation for elastic wave propagation Section 9: Damage mechanics and fracture Two-parameter concept for anisotropic cracked structures; Coupled FEM-BEM crack growth analysis Section 10: Electrical engineering and electromagnetics Electromagnetic modeling of a lightning rod; The analysis of TM-mode and TE-mode optical responses of metallic nanostructures by new surface integral equations; Measures for the postprocessing of grounding electrodes transient response Section 11: Inverse problems Singular superposition elastostatics BEM/GA algorithm for cavity detection; Numerical solution of an inverse problem in magnetic resonance imaging using a regularized higher-order boundary element method