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作 者:S.Bancora C.Binetruy S.Advani Comas-Cardona
机构地区:[1]Ecole Centrale de Nantes,Research Institute in Civil Engineering and Mechanics(GeM),UMR CNRS 6183,44321 Nantes Cedex 3,France [2]Department of Mechanical Engineering,University of Delaware,Newark,Delaware 19716,USA
出 处:《Journal of Materials Science & Technology》2021年第12期241-247,共7页材料科学技术(英文版)
基 金:partially funded by Conseil Regional Pays de la Loire(grant number TEU29)。
摘 要:One can compute the final deformation of a known geometry under specific boundary conditions using the constitutive laws of mechanics that describe their stress strain behavior.In such cases the initial geometry is known,and all operators mapping the deformation are defined on the reference domain.However,there are situations in which the final configuration of a deformation might be known but not the initial.The inverse formulation allows one to determine the initial geometry of a domain,given its final deformation state,the material behavior law and a set of boundary conditions.In the present work we propose a method to reconstruct the mesoscale geometry of a textile based on its mechanical response during compaction.To do so,stress boundary conditions are acquired by means of a pressuresensitive film.By adopting an appropriate material law,the thickness and width information of the yarns are deduced from the pressure field experienced by the compacted textile.Unlike 3 D scanning techniques such as-CT,the proposed method can be applied on any domain size,allowing long-range variability to be captured.To the best of the authors’knowledge,there are no previous works that use a pressure-sensitive film on a large domain to capture the input data for a shape reconstruction.This example application serves as a demonstration of a methodology which could be applied to other classes of materials.
关 键 词:TEXTILES Pressure sensors Inverse method Digital twin Geometry reconstruction HYPERELASTICITY
分 类 号:TS106[轻工技术与工程—纺织工程] TP212[轻工技术与工程—纺织科学与工程]
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