Boundary element methods

BEMdyn-incompressible

We have proposed for the first time a boundary element approach to incremental deformations of nonlinear elastic materials, for static and dynamic regimes.

BEMplast

We have proposed a new boundary element technique without domain integrals for elastoplastic solids, thus terminating a long-standing debate on the possibility of avoiding domain integrals in elastoplasticity.

BEMHomogenization

A boundary-element based numerical technique has been proposed for the homogenization problem of a masonry structure. It has been used to analyze the mechanical behaviour of nacre (mother-of-pearl).

BEMdyn-incompressible



readme_bemdyn.pdf
BEMdyn-incompressible.exe
ring_dyn.txt
square72.txt
geom_ring_dyn.txt
geom_square72.txt
spost_ring_dyn.txt
spost_square72.txt
BEMplast



readme_bemplast.pdf
BEMplast_iteration.exe
BEMplast_noiteration.exe
geom25_8_NoRoller.txt
node25_8_NoRoller.txt
node_NoRoller_elasticity.txt
spost25_8_NoRoller.txt
BEMHomogenization



readme_bemhom.pdf
BEMHomogenization.exe
geom_compr.txt
homog_compr.txt
node_compr.txt
node_tens.txt
spost_compr.txt

BEM for Stokes flow

We have found new boundary integral representations for Stokes flow and the related symmetric Galerkin formulation (never previously addressed).


Related papers:

Back to main page