Ph.D. Dissertation

  1. A variational Galerkin version of the "Boundary Contour Method" for 2D linear elasticity (in Italian).

    2.  

    Articles Published in International Journals

  2. G.Novati, R.Springhetti, A Galerkin boundary contour method for two-dimanesional linear elasticity.
    Computational Mechanics, 1999, 23, 53-61
  3. A.Frangi, G.Novati, R.Springhetti, M.Rovizzi, 3D fracture analysis by the symmetric Galerkin BEM.
    Computational Mechanics, 2002, 28, 220-232


    4. Articles Published in Referred Books

  4. A.Frangi, G.Novati, R.Springhetti, A general boundary element tool for the analysis of 3D linear elastic fracture mechanics. In print on Boundary element methods for soil-structure interaction, B. Hall and G. Oliveto Eds., Kluwer academic publishers, 2002.

    5.  

    Conference Proceedings

  5. R.Springhetti, C.Bernuzzi, Travi composte con giunti semi-rigidi: analisi numerica. I Workshop Italiano sulle strutture composte, Trento, Italy, 1993.
  6. M.Cannarozzi, R.Springhetti, Dinamica delle funi sotto carichi non conservativi. G.I.M.C., Trieste, Italy, 1993, 83-90.
  7. G.Novati, R.Springhetti, A symmetric boundary contour method for two-dimensional potential and elastostatics problems. IMSE96-4th Int. Conf. on Integral Methods in Science and Engineering, Oulu, Finland, 1996.
  8. G.Novati, R.Springhetti, Una versione "alla Galerkin" del "Boundary Contour Method" per problemi di elasticità in 2D. XIII Congresso Nazionale AIMETA, Siena, Italy, 1997, 201-206.
  9. A.Frangi, G.Novati, R.Springhetti, M.Rovizzi, Fracture Mechanics in 3D by the symmetric Galerkin boundary element method. VIII Conference on Numerical Methods in Continuum Mechanics, Liptovsky Jan, Slovak Republic, Sept. 2000.
  10. A.Frangi, G.Novati, R.Springhetti, A.Cazzani, On the numerical implementation of the symmetric Galerkin BEM in 3D fracture analysis. Advances in Computational Engineering & Sciences (ICES'2K), Los Angeles, California, U.S.A., 2000, 1, 81-86.
  11. A.Frangi, G.Novati, R.Springhetti, M.Rovizzi, Numerical fracture mechanics in 3D by the symmetric boundary element method. Computational fluid and solid mechanics, MIT, Cambridge, Massachussets, U.S.A., June 2001, 177-179.