Discacciati, MarcoQuarteroni, AlfioQuinodoz, Samuel2013-12-092013-12-092013-12-09201310.1137/110850487https://infoscience.epfl.ch/handle/20.500.14299/97531WOS:000326348400010This work focuses on the finite element discretization of boundary value problems whose solution features either a discontinuity or a discontinuous conormal derivative across an interface inside the computational domain. The interface is characterized via a level set function. The discontinuities are accounted for by using suitable extension operators whose numerical implementation requires a very low computational effort. After carrying out the error analysis, numerical results to validate our approach are presented in one, two, and three dimensions.finite elementsinterface problemlevel setNumerical Approximation Of Internal Discontinuity Interface Problemstext::journal::journal article::research article