BEM/MRM XXXI

Book Description

This book contains papers from the thirty-first conference on the Boundary Element Method and other meshless techniques. The major motivation behind the Boundary Element Method (BEM) was to reduce the dependency of analysis on the definition of meshes. This has allowed the method to expand naturally into new techniques such as Dual Reciprocity. Mesh Reduction Methods (MRM) and BEM continue to be very active areas of research with many of the resulting techniques being
successfully applied to solve increasingly complex problems.

 

The topics of the thirty-first conference included: Advanced Meshless and
Mesh Reduction Methods; Heat and Mass Transfer; Electrical Engineering
and Electromagnetics; Fluid Flow; Advanced Formulations; Computational
Techniques; Advanced Structural Applications; Dynamics and Vibrations;
Damage Mechanics and Fracture; Material Characterisation; Financial
Engineering Applications; Stochastic Modelling; Emerging Applications.

Book Contents

Multipole expansion BEM for simultaneous Poisson’s equations
T. Matsumoto; T. Takahashi; S. Taniguchi;

Numerical Green’s function for a two-dimensional diffusion equation
C. A. B. Vasconcellos; M. A. C. Ferro; W. J. Mansur; F. S. Loureiro; J. P. L. Santos;

Equivalence between the Trefftz method and the method of fundamental solutions for Green’s function of concentric spheres using the addition theorem and image concept
J. T. Chen; H. C. Shieh; J. J. Tsai; J. W. Lee;

On stress reconstruction in composite domains from discrete data on principal directions
A. N. Galybin;

The boundary element method for the determination of nonlinear boundary conditions in heat conduction
D. Lesnic; T. T. M. Onyango; D. B. Ingham;

FEM type method for reconstruction of plane stress tensors from limited data on principal directions
J. Irša; A. N. Galybin;

Meshless implementations of local integral equations
V. Sladek; J. Sladek; Ch. Zhang;

Local and virtual RBF meshless method for high-speed flows
S. Gerace; K. Erhart; E. Divo; A. Kassab;

The radial basis integral equation method for convection-diffusion problems
T. T. Bui; V. Popov;

A method of fundamental solution without fictitious boundary
W. Chen; F. Z. Wang;

Extending the local radial basis function collocation methods for solving semi-linear partial differential equations
G. Gutierrez; O. R. Baquero; J. M. Valencia; W. F. Florez;

Three-dimensional unsteady heat conduction analysis by the triple-reciprocity boundary element method
Y. Ochiai; Y. Kitayama;

Radial basis integral equation method for Navier-Stokes equations
T. T. Bui; V. Popov;

Efficient Boundary Element Method for a focused domain
S. Takiguchi; K. Amaya; Y. Onishi;

Performance of GMRES for the MFS
A. Karageorghis; Y.-S. Smyrlis;

On the use of integrated radial basis function schemes in weighted residual statements for elliptic problems
N. Mai-Duy; T. Tran-Cong;

A time domain Galerkin boundary element method for a heat conduction interface problem
R. Vodička;

Hierarchical matrices and adaptive cross approximation applied to the boundary element method with multi-domain governed by iterative coupling
T. Grytsenko; A. Peratta;

Boundary element modelling of non-linear buckling for symmetrically laminated plates
S. Syngellakis; N. Cherukunnath;

Effective properties of fibers with various ratios of phase stiffness
P. Procházka;

Hybrid finite element method in supersonic flutter analysis of circular cylindrical shells
F. Sabri; A. A. Lakis; M. H. Toorani;

Cohesive crack propagation using a boundary element formulation with a tangent operator
E. D. Leonel; W. S. Venturini;

Stress field in the Antarctic tectonic plate: elastic and plastic models
P. Haderka; A. N. Galybin; Sh. A. Mukhamediev;

Velocity-based boundary integral equation formulation in the time domain
G. D. Manolis; C. G. Panagiotopoulos;

Trefftz collocation for frequency domain elastodynamic problems
V. M. A. Leitão; B. Sensale; B. S. Rodriguez;

On the breathing frequencies computation using the Reissner and the Mindlin model
L. Palermo Jr.;

Free vibration analysis of a circular plate with multiple circular holes by using the addition theorem and direct BIEM
W. M. Lee; J. T. Chen;

Free vibration analysis of thin circular plates by the indirect Trefftz method
A. Ghannadi-Asl; A. Noorzad;

Meshless, BE, FE and FD methods analysis of the flow and concentration in a water reservoir
K. Sakamoto; M. Kanoh; T. Kuroki;

Natural convection around a 3D hotstrip simulated by BEM
J. Ravnik; L. Škerget;

Boundary integral method for Stokes flow with linear slip flow conditions in curved surfaces
C. Nieto; M. Giraldo; H. Power;

Development of a Boundary Element Method-based numerical wave tank technique for the prediction of nonlinear wave kinematics and dynamics around offshore structures
H. G. Sung;

Motion of nanoscale contaminant particles in air bearings under electrostatic charges: a case study
B. W. Yeigh; R. H. Polwort; G. S. Gipson;

Boundary element modeling of horizontal grounding electrodes using the set of generalized telegrapher’s equations
D. Poljak; K. El Khamlici Drissi; R. Goic;

Provisional study on the 3-D Cauchy condition surface method for fusion plasma shape identification
M. Itagaki; T. Maeda; A. Wakasa; K. Watanabe;

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