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Indexed articles:
Shaw, R. P., ‘E’ can mean eigenfunction in BEM, 3-10 [Zbl 0815.65120]
Zhu, S.; Satravaha, P., Combined Laplace transform and dual reciprocitity method for solving time-dependent diffusion equations with nonlinear source terms, 21-28 [Zbl 0820.65060]
Tanaka, M.; Matsumoto, T.; Huang, L., The boundary element method applied to simulation of active vibration control, 39-46 [Zbl 0812.73072]
Filippi, P. J. T.; Mazzoni, D., Noise induced inside a cavity by an external turbulent boundary layer, 47-54 [Zbl 0813.76080]
Mattei, P.-O., Vibration and sound radiation by baffled and constrained shells, 55-62 [Zbl 0813.73050]
Adey, R. A.; Niku, S. M.; Baynham, J.; Burns, P., Acoustic diagnostic analysis using boundary elements, 63-70 [Zbl 0813.76053]
Hardie, D. J. W., Exact and approximate formulations for acoustic radiation, 71-78 [Zbl 0825.76467]
Białecki, Ryszard A., Coupling heat radiation in cavities with nonlinear heat conduction, 81-91 [Zbl 0814.65099]
Zhang, Y.; Marchant, T. R.; Zhu, S., Modelling microwave heating with DRBEM, 93-100 [Zbl 0816.65122]
Chen, F., The dual reciprocity boundary element method applied to a classical transient heat conduction problem, 101-106 [Zbl 0819.65126]
Remacle, J. F.; Nicolet, A.; Genon, A.; Legros, W., Comparison of boundary elements and transformed finite elements for open magnetic problems, 109-116 [Zbl 0817.65091]
Colominas, I.; Navarrina, F.; Casteleiro, M., A BEM approach for grounding grid computation, 117-124 [Zbl 0837.65132]
Kurpisz, K.; Nowak, A. J., Solving inverse heat transfer problems by BEM. General concepts and recent developments, 127-139 [Zbl 0817.65140]
Kobayashi, S., Inverse analysis by boundary element method, 141-148 [Zbl 0812.73069]
Mellings, S. C.; Aliabadi, M. H., Three-dimensional flaw identification using sensitivity analysis, 149-156 [Zbl 0812.73070]
Ingham, D. B.; Yuan, Y., The application of the boundary element method to a time dependent inverse heat conduction problem, 157-164 [Zbl 0815.65129]
Katsikadelis, J. T., The analog equation method – a powerful BEM-based solution technique for solving linear and nonlinear engineering problems, 167-182 [Zbl 0813.65124]
Kamiya, N.; Wu, S.-T.; Ikeda, Y., Trefftz boundary formulation for obtaining generalized eigenvalue problem of the Helmholtz equation, 183-192 [Zbl 0822.65080]
Amini, S.; Maines, N. D., Iterative solutions of boundary integral equations, 193-200 [Zbl 0816.65084]
Hayami, K.; Matsumoto, H., Improvement of quadrature for nearly singular integrals in 3D-BEM, 201-210 [Zbl 0812.65014]
Mason, J. C., Transition boundary elements for square-root singularities on curves, 211-218 [Zbl 0821.65070]
Sladek, V.; Sladek, J., Inconsistency of the regularization of singular integrals after discretization, 219-235 [Zbl 0833.65126]
Kamiya, N.; Koide, M.; Aikawa, Y.; Kawaguchi, K., Adaptive boundary element scheme by sample point error analysis and its extension, 239-248 [Zbl 0813.65125]
Neves, A. C.; Wrobel, L. C., Simplified \(h\)-hierarchical interpolation functions for three-dimensional elasticity, 249-256 [Zbl 0828.73076]
Grannell, J. J., Large scale problems – efficiency, accuracy and adaptivity, 257-264 [Zbl 0813.65126]
Charafi, A.; Wrobel, L. C., A systematic derivation of \(h\)-hierarchical functions for two- and three- dimensional problems, 265-272 [Zbl 0813.65127]
Tosaka, N.; Yamashita, S., Boundary element analysis of Cosserat continuum, 275-282 [Zbl 0810.73076]
Nerantzaki, M. S., Solving plate bending problems by the analog equation method, 283-291 [Zbl 0811.73073]
Wearing, J. L.; Bettahar, O., A boundary element subregioning scheme for plate bending analysis, 293-302 [Zbl 0811.73078]
Fadhil, S.; El-Zafrany, A., Boundary element analysis of thick free-edge plates on a generalized elastic foundation, 303-310 [Zbl 0811.73070]
Kuhn, G.; Foerster, A., A FBEM-formulation for hyperelastic and elastoplastic problems at finite strains, 311-318 [Zbl 0817.73070]
Lahrmann, A., An integrated design tool for the simulation of microstructures with BEASY, 319-326 [Zbl 0812.65127]
Saleh, A. L.; Aliabadi, M. H., Cracking of strain softening material, 327-334 [Zbl 0811.73075]
Martín, D.; Aliabadi, M. H.; Leitão, V. M. A., Application of BEM to elastoplastic contact problems, 337-344 [Zbl 0811.73072]
Blazquez, A.; Paris, F.; Canas, J., Frictional contact problems with non conforming discretizations using BEM, 345-352 [Zbl 0811.73066]
Huesmann, A.; Kuhn, G., Non-conform discretisation of the contact region applied to two-dimensional boundary element method, 353-360 [Zbl 0842.73071]
Rooke, D. P., Modelling requirements for fracture mechanics, 363-372 [Zbl 0812.73071]
Bonnet, M., Shape differentiation and boundary integral equations: Application to energy methods in fracture mechanics, 373-380 [Zbl 0812.73065]
Bush, M. B., Cracking and fracture of particle reinforced composite materials, 381-388 [Zbl 0812.73067]
Steinberg, J., Integral equation formulation for a singular biharmonic problem, 389-396 [Zbl 0821.73076]
Corradi, S.; Marchetti, M.; Kenny, J., Bridging forces analysis in composite laminate tensile fracture by boundary element method, 397-403 [Zbl 0813.73074]
Venturini, W. S., A new boundary element formulation for crack analysis, 405-412 [Zbl 0811.73077]
Blackburn, W. S.; Hall, W. S., The dual boundary element method for growing cracks allowing for crack curvature near the tip, 413-422 [Zbl 0812.73064]
Mi, Y.; Aliabadi, M. H., Semi-analytical integration method for 3D near-hypersingular integrals, 423-430 [Zbl 0812.65015]
Smith, R. N. L.; Della-Ventura, D., A boundary element superposition method for the evaluation of singular coefficients and indices in V-notched plates, 431-441 [Zbl 0810.73075]
Telles, J. C. F.; Castor, G. S.; Guimarães, S., A hypersingular Green’s function generation for fracture mechanics problems, 443-452 [Zbl 0842.73076]
Liu, S.-W.; Sung, J.-C., Application of a combined boundary integral and finite element approach to transient scattering of elastic waves by a crack in a half-space, 453-460 [Zbl 0810.73073]
Saimoto, A.; Nisitani, H.; Chen, D.-H., Analysis of interface crack in a bi-material based on body force method, 461-468 [Zbl 0810.73051]
Wen, P. H.; Aliabadi, M. H.; Rooke, D. P., A fictitious stress and displacement discontinuity method for dynamic crack problems, 469-476 [Zbl 0810.73053]
Salgado, N. K.; Aliabadi, M. H., Boundary element analysis of cracked stiffened panels, 477-484 [Zbl 0810.73074]
Betti, R., Substructure deletion method: A boundary element approach for elastodynamic problems, 487-494 [Zbl 0813.73073]
Pavlatos, G. D.; Beskos, D. E.; Karabalis, D. L., Dynamic response of 2-D elastoplastic structures by a BEM/FEM scheme, 495-504 [Zbl 0811.73074]
Davì, G.; Milazzo, A., A hybrid displacement variational formulation of BEM for elastodynamics, 505-512 [Zbl 0811.73067]
Fedelinski, P.; Aliabadi, M. H.; Rooke, D. P., Dynamic stress intensity factors in mixed-mode: Time-domain formulation, 513-520 [Zbl 0813.73075]
Kattis, S. E.; Polyzos, D.; Beskos, D. E., Dynamic response analysis of 3-D elastic systems by an improved frequency domain BEM, 521-528 [Zbl 0811.73071]
Bridges, T. R.; Wrobel, L. C., On the calculation of natural frequencies of microstructures using the DRBEM, 529-536 [Zbl 0825.73920]
Boulon, M.; Garnica, P., Modelling of nonlinear soil-structure interface behaviour using BEM, 539-546 [Zbl 0812.73066]
Mateo, J.; Alarcón, E., On the use of trenches and walls on the control of ground transmitted railway vibrations, 547-554 [Zbl 0825.73371]
Qian, J.; Beskos, D. E., Dynamic cross-interaction of rigid foundations to obliquely incident SH seismic waves, 555-562 [Zbl 0813.73015]
Burczyński, T., Boundary elements in sensitivity analysis and identification with respect to stochastic shape parameters of uncertain elastic solids, 565-574 [Zbl 0810.73071]
Erman, Z.; Fenner, R. T., Design sensitivity analysis of three-dimensional elastostatic solids using the boundary integral equation method, 575-582 [Zbl 0811.73069]
Lu, X.; Du, Q., Finite elements in combination with infinite boundary elements for concrete arch dam-foundation analysis, 585-592 [Zbl 0810.73063]
Michael, O.; Avrashi, J.; Rosenhouse, G., A combined boundary element and finite strip solution – BSM, 593-600 [Zbl 0822.65094]