D'Angella, D.; Kollmannsberger, S.; Rank, E.; Reali, A.
Multi-level B´ezier extraction for hierarchical local refinement of Isogeometric Analysis
Computer Methods in Applied Mechanics and Engineering
2017

Zhang, Korshunova, Bagherzadeh
Kernel based detection of material perturbations
2015

Boris Cordero, Eigja Leite
Jupyter Notebooks in Teaching: Interactive exercises for HOFEM lecture
2016

This study provides theory and implementation (with MATLAB) of the adjoint method for localizing soil perturbations. The adjoint method is applied for a two dimensional wave propagation problem for calculating the sensitivity kernel, where the perturbations are made visible. The adjoint solution is introduced as the Lagrange multiplier of this optimization problem. For solving the partial differential equation finite difference method has been applied. The solution is shown for domains with reflective and also with non-reflective boundary conditions using the Gaussian Taper Method.
2014

2013

2011

2010

2010

André Hemmler, Ali Komeilibirjandi, Amirhosein Moonesi
Acoustics meets Bones
2013

Barbara Rudnick, Josef Wildgruber
Efficient Software for Computing K-Tomographs
2013