68 citations · 86 across the 5 of their papers we have counts for
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math.NA2022
Non-convex, ringing-free, FFT-accelerated solver using an incremental approximate energy functional
Ali Falsafi, Richard J. Leute, Martin Ladecký +1
Fourier-accelerated micromechanical homogenization has been developed and applied to a variety of problems, despite being prone to ringing artifacts. In addition, the majority of F…
math.NA2022★ 1 cited
Optimal FFT-accelerated Finite Element Solver for Homogenization
Martin Ladecký, Richard J. Leute, Ali Falsafi +4
We propose a matrix-free finite element (FE) homogenization scheme that is considerably more efficient than generic FE implementations. The efficiency of our scheme follows from a…