Selected topics in boundary integral formulations for solids and fluids
The articles of this volume will be reviewed individually. Indexed articles: \textit{Kompiš, V.}, Introduction to nonlinear continuum mechanics, 1-9 [Zbl 1187.74002] \textit{Kompiš, Vladimir; Novák, Pavol; Handrik, Marián}, Finite displacements in reciprocity based multi-domain BE/FE formulations, 11-29 [Zbl 1187.74252] \textit{Kompiš, V.; Búry, J.}, Stress smoothing in large strain, large rotation problems, 31-39 [Zbl 1044.74052] \textit{Kompiš, V.}, Special topics in multi-domain BEM formulations, 41-49 [Zbl 1182.74222] \textit{Kompiš, V.; Konkol', F.}, BEM representation of diffusion-convection equations, 51-59 [Zbl 1187.76701] \textit{Gaul, Lothar; Wagner, Marcus; Wenzel, Wolfgang}, A symmetric hybrid boundary element method for acoustical problems, 61-69 [Zbl 1187.76700] \textit{Gaul, Lothar; Wagner, Marcus; Fischer, Matthias; Nackenhorst, Udo; Nolte, Bodo}, A FEM/HBEM approach for the simmulation of noise radiation from a rolling tire, 71-78 [Zbl 1042.76542] \textit{Kögl, Martin; Gaul, Lothar}, About the numerical solution of the equations of piezoelectricity, 79-89 [Zbl 1187.74251] \textit{Gaul, Lothar; Schanz, Martin}, Transient viscoelastodynamic boundary element formulations, 91-106 [Zbl 1187.74250] \textit{Gaul, Lothar; Moser, Friedrich}, A hybrid boundary element approach without singular boundary integrals, 107-116 [Zbl 1187.74249] \textit{Mukherjee, Subrata}, The boundary contour method, 117-150 [Zbl 1044.74048] \textit{Mukherjee, Subrata}, The boundary node method, 151-179 [Zbl 1044.74049] \textit{Giorgio, Novati; Attilio, Frangi}, Symmetric Galerkin BEM in 3D elasticity: Computational aspects and applications to fracture mechanics, 181-207 [Zbl 1044.74046] \textit{Szeidl, György; Szirbik, Sándor}, Boundary contour method for plane problems in a dual formulation with quadratic shape functions, 209-232 [Zbl 1044.74051]
scientific article; zbMATH DE number 1934215