SERBA: a B.I.E. program with linear elements for 2-D elastostatics analysis SERBA is a FORTRAN77 program which applies the boundary element method to solve the elasticify equation in a 2D region, by Federico Paris and Jose Canas. The program uses linear continuous elements, and any kind of combination of boundary conditions in stresses and displacements can be considered.

References in zbMATH (referenced in 156 articles , 1 standard article )

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  1. Jorge, Ariosto B.; Ribeiro, Gabriel O.; Fisher, Timothy S.: Application of new error estimators based on gradient recovery and external domain approaches to 2D elastostatics problems (2005)
  2. Phan, A.-V.; Gray, L. J.; Kaplan, T.: Residue approach for evaluating the 3D anisotropic elastic Green’s function: multiple roots (2005)
  3. Tang, W. C.; Fenner, R. T.: Analytical integration and exact geometrical representation in the two-dimensional elastostatic boundary element method (2005)
  4. Almeida, Valério S.; de Paiva, João B.: A mixed BEM--FEM formulation for layered soil--superstructure interaction (2004)
  5. Fulton, S. R.; Fokas, A. S.; Xenophontos, C. A.: An analytical method for linear elliptic PDEs and its numerical implementation (2004)
  6. Honnor, M. E.; Davies, A. J.: Nonlinear transient field problems with phase change using the boundary element method (2004)
  7. Sutradhar, Alok; Paulino, Glaucio H.: A simple boundary element method for problems of potential in non-homogeneous media (2004)
  8. Xu, M.; Stefani, F.; Gerbeth, G.: The integral equation method for a steady kinematic dynamo problem (2004)
  9. Averbuch, Amir; Israeli, Moshe; Nathan, Menachem; Ravve, Igor: Surface evolution in bare bamboo-type metal lines under diffusion and electric field effects (2003)
  10. Averbuch, Amir; Israeli, Moshe; Ravve, Igor: Electromigration of intergranular voids in metal films for microelectronic interconnects. (2003)
  11. Basu, P. K.; Jorge, A. B.; Badri, S.; Lin, J.: Higher-order modeling of continua by finite-element, boundary-element, meshless, and wavelet methods (2003)
  12. Calzado, F. J.; Mantic, V.; Paris, F.: Evaluation of in-boundary stress in 2D BEM for isotropic elasticity. A comparative study (2003)
  13. Jeon, Youngmok; McLean, William: A new boundary element method for the biharmonic equation with Dirichlet boundary conditions (2003)
  14. Jorge, Ariosto B.; Ribeiro, Gabriel O.; Fisher, Timothy S.: New approaches for error estimation and adaptivity for 2D potential boundary element methods (2003)
  15. Mantič, V.; Calzado, F. J.; París, F.: Novel boundary integral equations for two-dimensional isotropic elasticity: an application to evaluation of the in-boundary stress (2003)
  16. Blázquez, A.; Vodička, R.; París, F.; Mantič, V.: Comparing the conventional displacement BIE and the BIE formulations of the first and second kind in frictionless contact problems. (2002)
  17. Mera, N. S.; Elliott, L.; Ingham, D. B.; Lesnic, D.: Singularities in anisotropic steady-state heat conduction using a boundary element method (2002)
  18. Xu, W.; Zhao, Y.; Du, Y.; Kagawa, Y.; Wakatsuki, N.; Park, K.-C.: Electrical impedance evaluation in a conductive-dielectric half space by the charge simulation method (2002)
  19. Agrawal, A. K.; Kishore, N. N.: A study of free surface effects on through cracks under impact loading. (2001)
  20. Jeon, Youngmok: New indirect scalar boundary integral equation formulas for the biharmonic equation (2001)

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