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 153 articles , 1 standard article )

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  1. Comino, Lucia; Marin, Liviu; Gallego, Rafael: An alternating iterative algorithm for the Cauchy problem in anisotropic elasticity (2007)
  2. Criado, R.; Ortiz, J. E.; Mantič, V.; Gray, L. J.; París, F.: Boundary element analysis of three-dimensional exponentially graded isotropic elastic solids (2007)
  3. Fahmy, M. A.: Effect of initial stress and inhomogeneity on magneto-thermo-elastic stresses in a rotating anisotropic solid (2007)
  4. Hematiyan, M. R.: A general method for evaluation of 2D and 3D domain integrals without domain discretization and its application in BEM (2007)
  5. Klimowicz, A. N. F.; Mihajlović, M. D.: Modelling 3D semi-deformable tubes in real time (2007)
  6. Lehmann, Lutz: Wave propagation in infinite domains. With applications to structure interaction. (2007)
  7. Moore, M. N. J.; Gray, L. J.; Kaplan, T.: Evaluation of supersingular integrals: second-order boundary derivatives (2007)
  8. Tan, Junyu; Wu, Yong; Zhang, Linhua: Two-dimensional multiple non-homogeneous harmonic equation and its boundary integral equations (2007)
  9. Ang, Whye-Teong: Non-steady state heat conduction across an imperfect interface: a dual-reciprocity boundary element approach (2006)
  10. Blázquez, A.; Mantič, V.; París, F.: Application of BEM to generalized plane problems for anisotropic elastic materials in presence of contact (2006)
  11. Bodin, Anthony; Ma, Jianfeng; Xin, X. J.; Krishnaswami, Prakash: A meshless integral method based on regularized boundary integral equation (2006)
  12. Gray, L. J.; Garzon, Maria; Mantič, Vladislav; Graciani, Enrique: Galerkin boundary integral analysis for the axisymmetric Laplace equation (2006)
  13. Huang, Jin; Lu, Tao: Splitting extrapolations for solving boundary integral equations of linear elasticity Dirichlet problems on polygons by mechanical quadrature methods (2006)
  14. Vodička, R.; Mantič, V.; París, F.: Note on the removal of rigid body motions in the solution of elastostatic traction boundary value problems by SGBEM (2006)
  15. Vodička, R.; Mantič, V.; París, F.: On the removal of the non-uniqueness in the solution of elastostatic problems by symmetric Galerkin BEM (2006)
  16. Ang, Whye-Teong: A time-stepping dual-reciprocity boundary element method for anisotropic heat diffusion subject to specification of energy (2005)
  17. Choo, Kin-Kei: Microscale heat conduction in homogeneous anisotropic media: a dual-reciprocity boundary element method and polynomial time interpolation approach (2005)
  18. 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)
  19. Phan, A.-V.; Gray, L. J.; Kaplan, T.: Residue approach for evaluating the 3D anisotropic elastic Green’s function: multiple roots (2005)
  20. Tang, W. C.; Fenner, R. T.: Analytical integration and exact geometrical representation in the two-dimensional elastostatic boundary element method (2005)