Accounting for the variability in 3D interlock fabric permeability through fluid flow simulations
Autor: | Cataldi, Morgan, Wielhorski, Yanneck, Moulin, Nicolas, Pucci, Monica Francesca, Liotier, Pierre-Jacques |
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Přispěvatelé: | IMT - Mines Alès, Administrateur |
Jazyk: | angličtina |
Rok vydání: | 2022 |
Předmět: |
[SPI.GPROC] Engineering Sciences [physics]/Chemical and Process Engineering
intra-yarn permeability distribution flow simulation [SPI.MAT] Engineering Sciences [physics]/Materials 3D interlock fabric numerical permeability Stokes-Darcy coupling [SPI.MECA.MEMA] Engineering Sciences [physics]/Mechanics [physics.med-ph]/Mechanics of materials [physics.class-ph] |
Popis: | Variability of intra-yarn permeability within 3D interlock can have an effect on fabric’s permeabil-ity.This has to be predicted by modelisation to better understand Resin Transfer Moulding (RTM) processesinvolved in composite parts. To do so, numerical simulations of a dual-scale flow around and within thecarbon yarns are carried out, with an incompressible fluid flow and a newtonian fluid behaviour.3D interlock reinforcements are performed by modeling yarns at sub-mesoscale. The yarn deformationsare computed with an enriched kinematics beam model and a contact-friction algorithm [1]. This kindof modeling provides an intra-yarn fiber volume fraction (FVF) field and thus an intra-yarn permeabilitydistribution in whole over the unit cell. Then, the geometry is meshed using a robust conformaladaptative technique based on a voxel representation [2]. Finally, a fluid flow simulation is performedwith a monolithic approach by using the ASGS (Algebraic Sub-Grid Scale) stabilization of Stokes-Darcy coupled problem with a mixed velocity-pressure formulation [3]. Moreover, the transverseisotropic permeability tensor of every intra-yarn region is computed in local coordinate system, definedby the local orientation of the yarn path. The velocity and pressure fields are then upscaled through the3D generalized Darcy law to compute macroscopic permeability.Darcy’s permeability of yarns depends on the FVF field, while the inter-yarn pore morphology isdescribed by the Stokes equation. This approach, from a previous work [3], showed that the permeabilityof the unit cell reaches an asymptotic value when the yarns become almost impermeable. However,since the actual intra-yarn permeability is not constant, the effect of an higher value isotropic intra-yarnpermeability distribution onto the global fabric permeability will be shown in first approach. In a secondpart, an anisotropic intra-yarn permeability tensor is introduced to quantify the effect on the variabilityof the global fabric permeability. Both studies are carried out at different compaction steps in order todetermine the fabric permeability as a function of the global FVF. Finally, this work focuses on unsteadydual-scale fluid flow simulations which are strongly affected by capillary phenomena [4].References[1] Durville et al. Determining the initial configuration and characterizing the mechanical properties of3d angle-interlock fabrics using finite element simulation. International Journal of Solids andStructures, 154:97–103, 2018.[2] Alain Rassineux. Robust conformal adaptive meshing of complex textile composites unit cells.Composite Structures, 279:114740, 2022.[3] Geoffre et al. Influence of intra-yarn flows on whole 3d woven fabric numerical permeability: fromstokes to stokes-darcy simulations. International Journal of Multiphase Flow, 129:103349, 2020.[4] Monica Francesca Pucci et al. Capillary wicking in a fibrous reinforcement – orthotropic issues todetermine the capillary pressure components. Composites Part A: Applied Science and Manufacturing,77:133–141, 2015. |
Databáze: | OpenAIRE |
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