Bert Van Genechten
Research Subjects
Bert Van Genechten has a total of 5 co-authors. Here are the top co-authors by number of shared publications:
- Bart Bergen
K.U.Leuven - Dept. of Mechanical Engineering, Celestijnenlaan 300B - bus 2420, 3001 Heverlee, Belgium
2 shared publications - Bert Pluymers
KU Leuven
2 shared publications - Dirk Vandepitte
Katholieke Univ Leuven, Dept Mech Engn, B-3001 Heverlee, Belgium
2 shared publications - Wim Desmet
Department of Mechanical Engineering—PMA Division, KU Leuven, Belgium
1 shared publication - Wim Desmet
KU Leuven, Department of Mechanical Engineering, Celestijnenlaan 300 - Box 2420, 3001 Leuven (Heverlee), Belgium
1 shared publication
Latest Publications
- 31 January 2012
- Published by Elsevier in Engineering Analysis with Boundary Elements
- Vol. 36 (1) , 30-38
A Trefftz based method for solving Helmholtz problems in semi-infinite domains
- 31 January 2012
- Published by Elsevier in Engineering Analysis with Boundary Elements
- Vol. 36 (1) , 30-38
A Trefftz based method for solving Helmholtz problems in semi-infinite domains
- 1 May 2008
- Published by Acoustical Society of America (ASA) in The Journal of the Acoustical Society of America
- Vol. 123 (5_Suppleme) , 3757
A novel modelling approach for sound propagation analysis in a multiple scatterer environment
In the past decades element‐based numerical modelling techniques have become a commonly used and invaluable tool for the analysis of acoustic radiation and scattering problems. However, the pollution errors associated with the element discretisation inherent to these methods increase with the increasing size of the problem domain. As a result, the applicability of these methods for radiation and scattering problems in which the source and receiver positions are located far from each other is often prohibited. The Wave Based Method (WBM) is an alternative deterministic prediction method for the analysis of steady‐state acoustic problems. It is based on an indirect Trefftz approach in that wave functions, which are exact solutions of the underlying differential equation, are used to describe the dynamic response. The enhanced computational efficiency of the WBM as compared to the element based methods has been shown already for the analysis of both finite and (semi‐)infinite acoustic problems. This paper introduces a novel WBM‐based methodology to model the acoustic source‐receiver transfer path functions in a multiple scatterer environment. A sound propagation validation case illustrates the potential of the proposed approach.
- 1 May 2008
- Published by Acoustical Society of America (ASA) in The Journal of the Acoustical Society of America
- Vol. 123 (5_Suppleme) , 3757
A novel modelling approach for sound propagation analysis in a multiple scatterer environment
In the past decades element‐based numerical modelling techniques have become a commonly used and invaluable tool for the analysis of acoustic radiation and scattering problems. However, the pollution errors associated with the element discretisation inherent to these methods increase with the increasing size of the problem domain. As a result, the applicability of these methods for radiation and scattering problems in which the source and receiver positions are located far from each other is often prohibited. The Wave Based Method (WBM) is an alternative deterministic prediction method for the analysis of steady‐state acoustic problems. It is based on an indirect Trefftz approach in that wave functions, which are exact solutions of the underlying differential equation, are used to describe the dynamic response. The enhanced computational efficiency of the WBM as compared to the element based methods has been shown already for the analysis of both finite and (semi‐)infinite acoustic problems. This paper introduces a novel WBM‐based methodology to model the acoustic source‐receiver transfer path functions in a multiple scatterer environment. A sound propagation validation case illustrates the potential of the proposed approach.