Gaussian process based surrogate modelling of acoustic systems

The numerical simulation of acoustic problems is, for itself, a quite difficult task since the underlying systems are usually highly complex with a broad frequency range and high sensitivity. Due to this complexity and the corresponding computational burden, tasks like optimization and uncertainty quantification (UQ) are seldom performed in acoustics. Especially when dealing with polymorphic uncertainties where combined techniques of UQ might be required, a direct use of the model is not viable. To allow such engineering tasks, the construction of a cheap surrogate or reduced model is common practice in order to allow a large number of model evaluations at low costs.

Paper

Full text

PDF

Gaussian process based surrogate modelling of acoustic systems

Semantic Scholar · Engineering · 2019

Abstract

The numerical simulation of acoustic problems is, for itself, a quite difficult task since the underlying systems are usually highly complex with a broad frequency range and high sensitivity. Due to this complexity and the corresponding computational burden, tasks like optimization and uncertainty quantification (UQ) are seldom performed in acoustics. Especially when dealing with polymorphic uncertainties where combined techniques of UQ might be required, a direct use of the model is not viable. To allow such engineering tasks, the construction of a cheap surrogate or reduced model is common practice in order to allow a large number of model evaluations at low costs.

References (14)

07Applied Acoustics 1442019 · 113–123
08Advances in Computational Mathematics 44(5)2018 · 1475–1518
09Uncertainty Quantication - An Accelerated Course with Advanced Applications in Computational Engineering2017 · Interdisciplinary Applied Mathematics, Vol. 47
11Journal of Engineering Mechanics 141(4)2014 · 04014145
12Multi-fidelity GP regression for computer experiments2013 · PhD thesis, Université Paris-Diderot, Paris VII, France

Scroll for more · 2 remaining

Similar papers

© 2026 NYSGPT2525 LLC