TY - GEN
T1 - A novel approach for fiber placement trajectories and fabric draping in CAE
AU - Zein, Samih
AU - Colsoul, Freddie
AU - Bruyneel, Michael
PY - 2013
Y1 - 2013
N2 - The definition of the fiber placement trajectories or the determination of the draped fabric configuration is an important step in the analysis of a composite part. In this paper, we study the efficiency of applying the numerical simulation of a moving interface to the problem of defining fiber placement trajectories for composite structures. This new approach is based on the Fast Marching Method. It has two main advantages: first, it simulates the mechanism of an Automated Fiber Placement machine by producing equidistant fiber courses, without undesirable gaps or overlaps between the successive courses; secondly, this method is very general and can be easily applied to complex surfaces, as it works directly on a mesh of the composite part and not on its representation by geometric equations. The method is extended here to deal with the draping of fabrics on surfaces which may be non-developable. The method is then able to identify zones with large shear due to the fabric deformation resulting from the draping process. This approach is illustrated through examples from real case studies for straight and curved fiber placement trajectories, and is compared to finite element solutions in the case of a fabric draping.
AB - The definition of the fiber placement trajectories or the determination of the draped fabric configuration is an important step in the analysis of a composite part. In this paper, we study the efficiency of applying the numerical simulation of a moving interface to the problem of defining fiber placement trajectories for composite structures. This new approach is based on the Fast Marching Method. It has two main advantages: first, it simulates the mechanism of an Automated Fiber Placement machine by producing equidistant fiber courses, without undesirable gaps or overlaps between the successive courses; secondly, this method is very general and can be easily applied to complex surfaces, as it works directly on a mesh of the composite part and not on its representation by geometric equations. The method is extended here to deal with the draping of fabrics on surfaces which may be non-developable. The method is then able to identify zones with large shear due to the fabric deformation resulting from the draping process. This approach is illustrated through examples from real case studies for straight and curved fiber placement trajectories, and is compared to finite element solutions in the case of a fabric draping.
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M3 - Conference contribution
AN - SCOPUS:84881142001
SN - 9781934551158
T3 - International SAMPE Technical Conference
SP - 179
EP - 184
BT - SAMPE 2013 Conference and Exhibition
T2 - SAMPE 2013 Conference and Exhibition: Education and Green Sky - Materials Technology for a Better World
Y2 - 6 May 2013 through 9 May 2013
ER -