Boundary elements XXIV: Incorporating meshless solutions. 24th world conference, Sintra, Portugal, June 17–19, 2002. (English) Zbl 0991.00034

Advances in Boundary Elements 13. Southampton: WIT Press (ISBN 1-85312-914-3). 754 p. (2002).

Show indexed articles as search result.

The articles of this volume will be reviewed individually. The preceding conference (23rd, 2001) has been reviewed (see Zbl 0970.00025).
Indexed articles:
Tadeu, A., The BEM at the Constructions Lab in the University of Coimbra., 3-12 [Zbl 1107.74348]
Vaz, G. B.; Eça, L.; Falcão de Campos, J. A. C., On the verification of a potential-based low-order boundary element method for incompressible flows, 13-24 [Zbl 1018.76029]
Brito-Melo, A.; Sarmento, A. J. N. A., Numerical modelling of OWC wave-power plants of the oscillating water column type, 25-34 [Zbl 1012.80504]
Alves, C. J. S.; Pereira, B.; Serranho, P., Scattering by cracks: numerical simulations using a boundary finite element method., 35-44 [Zbl 1107.74337]
Fernandes, J. L. M.; Rodrigues, J. M. C.; Martins, P. A. F., Thermo-mechanincal analysis of metal forming processes through a combined finite element-boundary element approach., 45-54 [Zbl 1107.74340]
Liu, G. R.; Gu, Y. T., Boundary meshfree methods based on the boundary point interpolation methods, 57-66 [Zbl 1011.65089]
Alves, C. J. S.; Chen, C. S.; Săler, B., The method of fundamental solutions for solving Poisson problems, 67-76 [Zbl 1011.65086]
Kita, E.; Ikeda, Y.; Kamiya, N., Solution of Poisson equation by Trefftz method, 77-86 [Zbl 1011.65085]
Li, X.; Golberg, M. A., On methods for solving the Dirichlet problem for Poisson’s equation, 87-96 [Zbl 1013.65130]
Liu, Zhenyu; Korvink, J. G., Accurately solving the Poisson equation by combining multiscale radial basis functions and Gaussian quadrature, 97-104 [Zbl 1013.65126]
Gáspár, C., A meshless boundary element technique based on multi-level iterated Helmholtz-type interpolation, 105-114 [Zbl 1011.65090]
Muleshkov, A. S.; Golberg, M. A.; Cheng, A. H-D.; Chen, C. S., Polynomial particular solutions for Poisson problems, 115-124 [Zbl 1011.65087]
Chen, W., Some recent advances on the RBF, 125-134 [Zbl 1013.65132]
Hon, Y. C.; Wei, T., A meshless computational method for solving inverse heat conduction problem, 135-144 [Zbl 1011.65065]
Li, J.; Chen, C. S.; Pepper, D.; Chen, Y., Mesh-free method for groundwater modeling., 145-154 [Zbl 1086.76562]
Peplow, A. T.; Finnveden, S., Sound transmission through inhomogeneous waveguides, 155-163 [Zbl 1012.78511]
Leitão, V. M. A.; Tiago, C. M., The use of radial basis functions for one-dimensional structural analysis problems., 165-179 [Zbl 1086.74537]
Westphal, T. jun.; Schnack, E., Hierarchical plate modelling by boundary elements., 183-196 [Zbl 1086.74546]
Syngellakis, S.; Cherukunnath, N., Stability analysis of laminate plates by the boundary element method., 197-206 [Zbl 1086.74504]
El-Zafrany, A., Boundary element stress analysis of plates on two-parameter foundation under generalized loading., 207-218 [Zbl 1086.74532]
Nerantzaki, M. S.; Katsikadelis, J. T., Ponding on floating membranes., 219-230 [Zbl 1086.74538]
Harb, A., Integral equation method for cylindrical shell under axisymmetric loads., 231-241 [Zbl 1086.74534]
Palermo, L. jun., A strategy to perform the Reissner-Mindlin’s theory., 243-252 [Zbl 1086.74539]
Sladek, V.; Sladek, J., BIE and Trefftz approximation, 255-265 [Zbl 1011.65091]
Dumont, N. A.; Chaves, R. A. P.; Paulino, G. H., The hybrid boundary element method applied to functionally graded materials., 267-276 [Zbl 1086.74531]
Gaul, L.; Moser, F.; Fischer, M., A non-singular hybrid boundary element formulation incorporating a higher-order fundamental solution., 277-285 [Zbl 1086.74533]
Procházka, P., The BEM formulation of the distinct element method., 287-296 [Zbl 1086.74540]
Fam, G. S. A.; Rashed, Y. F., A study on the source points locations in the method of fundamental solution, 297-312 [Zbl 1011.65092]
Popov, V.; Power, H., Two multipole alternatives based on Taylor series expansions for 3D BEM elasticity formulation., 313-326 [Zbl 1086.74524]
Allodi, A.; Castelli, M.; Scavia, C., Implementation of the slip-weakening model in a displacement discontinuity method based numerical technique., 327-337 [Zbl 1086.74527]
Bayliss, M.; El-Zafrany, A., Boundary element analysis of hyperelastic elastomeric materials., 339-350 [Zbl 1037.74053]
Tanaka, M.; Matsumoto, T.; Suda, Y., A boundary element method using DRM for nonlinear heat conduction problems, 353-362 [Zbl 1014.65127]
Honnor, M. E.; Davies, A. J., The Laplace transform dual reciprocity boundary element method for nonlinear transient field problems, 363-372 [Zbl 1011.65075]
Davies, A. J.; Toutip, W.; Kane, S. J., The dual reciprocity method for solving biharmonic problems, 373-380 [Zbl 1011.65094]
Rashed, Y. F., Dual reciprocity formulation for elasticity problems using compact supported radial basis functions., 381-393 [Zbl 1037.74055]
Natalini, B.; Popov, V., An improved DRM representation of partial derivatives., 395-407 [Zbl 1086.65536]
Santos, P.; Tadeu, A., Acoustic insulation provided by a single elastic wall dividing a tunnel calculated via BEM., 411-420 [Zbl 1086.74542]
Shang, Dejiang; He, Zuoyong, The prediction of sound and vibration from a cylindrical double-shell by FEM and BEM., 421-426 [Zbl 1086.74526]
Pereira, A.; Godinho, L.; Tadeu, A., Pressure field variation analysis for the detection of submerged rigid pipelines., 427-436 [Zbl 1086.76538]
DeGiorgio, V. G.; Wimmer, S. A.; Hogan, E.; Lucas, K. E., Modeling the experimental environment for shipboard ICCP systems, 439-447 [Zbl 1012.78513]
Poljak, D.; Jajac, B.; Kovač, N., Transient radiation of a thin wire antenna buried in a dielectric half space, 449-456 [Zbl 1012.78514]
Poljak, D.; Doric, V.; Antonijevic, S.; Roje, V., Galerkin-Bubnov boundary element analysis of the Yagi-Uda array, 457-463 [Zbl 1012.78016]
Adamiak, K.; Jaworek, A.; Krupa, A., Deposition of small dust particles on distorted liquid droplets in an electric field., 465-474 [Zbl 1086.76530]
Santana Diaz, E.; Adey, R., Optimisation of the performance of an ICCP system by changing current supplied and position of the anode., 475-485 [Zbl 1086.78507]
Jecl, R.; Škerget, L.; Petrešin, E., BEM for natural convection in non-Newtonian fluid saturated porous cavity., 489-500 [Zbl 1086.76533]
Tipton, D. G.; Mondy, L. A.; Ingber, M. S.; Graham, A. L., Analysis of sedimentation in viscous suspensions using the BEM., 501-510 [Zbl 1086.76540]
Nikolayev, V. S.; Beysens, D. A., 2D BEM modeling of a singular thermal diffusion free boundary problem with phase change., 511-525 [Zbl 1086.76537]
Hayashi, K.; Onishi, K., Alternating direction method for the external Helmholtz equation, 529-538 [Zbl 1013.65138]
Mansur, W. J.; Abreu R., A. I.; Carrer, J. A. M.; Ferro, M. A. C., Wave propagation analysis in the frequency domain: Initial conditions contribution, 539-548 [Zbl 1011.65076]
Lee, H. S.; Kim, S. D.; Oh, B. C., Multidirectional random waves in a harbor with partially reflecting boundaries., 549-558 [Zbl 1086.76535]
Kanoh, M.; Okuzonol, H.; Nakamural, N.; Kuroki, T.; Power, H., Boundary element and experimental solutions to water motion of incident waves against quadrilateral breakwaters., 559-567 [Zbl 1086.76534]
Touhei, T., Analysis of scattering waves in an elastic layered medium caused by a scattering object and a plane incident wave., 569-578 [Zbl 1086.74508]
Godinho, L.; Branco, F.; Tadeu, A., 3D wave propagation analysis of infinite ring-shaped structures submerged in a fluid medium., 579-588 [Zbl 1086.76531]
Dolven, E.; Yeh, H., Modeling seaquakes using BIEM., 589-598 [Zbl 1086.74530]
Karakostas, C. Z.; Manolis, G. D., Seismic behaviour of tunnels in random soils by the SBEM., 601-610 [Zbl 1086.74535]
Idone, G.; Maugeri, A.; Vitanza, C., Equilibrium problems in elastic-plastic torsion., 611-616 [Zbl 1058.74023]
Syngellakis, S.; Wu, J., Comparison of current methods for polymer analysis by boundary elements., 617-626 [Zbl 1086.74543]
Brož, P., Modelling crack characteristics by boundary elements., 627-636 [Zbl 1086.74529]
Vodička, R.; Blázquez, A.; París, F.; Mantič, V., Comparing the conventional displacement, first-kind and second-kind BIEs in frictionless contact problems., 637-646 [Zbl 1086.74545]
Procházka, P.; Petrtýl, M., Localization of macroproperties of compact bone tissue by the BEM., 649-658 [Zbl 1086.74541]
Koguchi, H.; Minaki, K., Boundary element analysis for a stress singularity field near a vertex in two-phase transversely isotropic materials., 659-668 [Zbl 1086.74536]
Ingham, D. B., The solution of the two-dimensional Stokes equations., 671-678 [Zbl 1086.76532]
Rus, G.; Gallego, R., Geometrical sensitvity of the hypersingular boundary integral equation: Application to crack identification, 679-688 [Zbl 1032.74053]
Birginie, J.-M., Determination of local electrical impedance by the resolution of an inverse problem with the boundary element method, 689-698 [Zbl 1009.78007]
Ingber, M. S.; Schmidt, C. C.; Tanski, J. A.; Phillips, J., A parallel domain decomposition method for parabolic partial differential equations, 701-710 [Zbl 1011.65066]
Barrett, D. J. S.; El-Zafrany, A.; McLuckie, I. R. W., Elasto-hydrodynamic analysis of bearings by coupling boundary element and finite difference methods., 711-720 [Zbl 1086.74520]
Elleithy, W. M.; Tanaka, M., Interface relaxation algorithms for coupling the FEM and BEM, 721-730 [Zbl 1011.65083]
Vable, M.; Fox, M. E., Tests for multiple materials’ problems., 731-740 [Zbl 1086.74544]
Mammoli, A. A., Fast evaluation of domain integrals in complex geometries, 741-752 [Zbl 1012.65128]


00B25 Proceedings of conferences of miscellaneous specific interest
65-06 Proceedings, conferences, collections, etc. pertaining to numerical analysis
76-06 Proceedings, conferences, collections, etc. pertaining to fluid mechanics


Zbl 0970.00025