
Isogeometric Analysis and Non-Polynomial Enrichment for Finite Element Methods in Acoustics
Will be available from 16.04.2026
In computational acoustics, standard Finite Element Methods (FEM) face severe limitations when modelling high-frequency wave propagation. As the wavenumber increases, fixed discretization levels lead to rapid growth in pollution error, rendering standard solutions inaccurate.This book addresses this critical challenge by exploring advanced discretization strategies, including high-order polynomial...
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In computational acoustics, standard Finite Element Methods (FEM) face severe limitations when modelling high-frequency wave propagation. As the wavenumber increases, fixed discretization levels lead to rapid growth in pollution error, rendering standard solutions inaccurate.This book addresses this critical challenge by exploring advanced discretization strategies, including high-order polynomial...
Read more
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