09Mar 2020

PREDICTION OF THE YOUNG MODULUS OF THE EARTH REINFORCED BY THE STRAW

  • Laboratory of Microstructure Studies and Mechanics of Materials (LEM3), University of Lorraine, Metz, France.
  • Laboratory of Applied Energetics and Mechanics (LEMA), Polytechnic School of Abomey-Calavi / University of Abomey-Calavi, Cotonou (Benin).
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Optimization and precise knowledge of the effective properties of heterogeneous materials requires the use of predictive homogenization techniques. The aim of this work is to test numerical models of homogenization with a view to predicting the elastic properties of the clay-rice straw composite. Experimental values from the literature have been compared to that from the digital models Digimat MF and Digimat FE. Note that the Digimat MF semi-analytical model gives values closer to the experimental ones. This is confirmed by the reliability study of the two models which was carried out. Indeed, up to a volume fraction value of 25%, the ratio of the values predicted by the MF model to the experimental ones are closer to unity than those obtained by the FE model. We then deduce that the MF model is more reliable in predicting the elastic moduli of the rice straw clay composite. It was also highlighted the decrease in Youngs modulus as a function of the increase in the volume fraction of rice straws. This remark is made on all models.


  1. Bornert, T. Bretheau, et P. Gilormini, Homogeneisation en mecanique des materiaux, Tome 1: Materiaux aleatoires elastiques et milieux periodiques. 2001.
  2. Moussaddy, L. Martin, D. Therriault, H. Moussaddy, L. Martin, et D. T. Evaluation, ? Evaluation des performances des mod?les dhomogeneisation pour des fibres aleatoirement dispersees ayant des rapports de forme eleves ?, 2011.
  3. Huy-Gia, O. Sophie, et G. Elhem, ? Une application des methodes dhomogeneisation pour le comportement elastique de Betons ? Matrices Organiques ?.
  4. Elouaer, ? Contribution ? la comprehension et ? la modelisation du comportement mecanique de materiaux composites ? renfort en fibres vegetales ?, Th?se Dr., p. 171‑172, 2011.
  5. Renard, ? Elaboration, microstructure et comportement des materiaux composites ? matrice polym?re ?. 2005.
  6. Ogierman et G. Kokot, ? Mean field homogenization in multi- scale modelling of composite materials ?, vol. 61, no 2, p. 343‑348, 2013.
  7. Miccoli, U. M?ller, et P. Fontana, ? Mechanical behaviour of earthen materials: A comparison between earth block masonry, rammed earth and cob ?, Constr. Build. Mater., vol. 61, p. 327‑339, 2014.
  8. H. Mondol, J. Jahren, K. Bj?rlykke, et I. Brevik, ? Elastic properties of clay minerals ?, Lead. Edge, vol. 27, no 6, p. 758‑770, 2008.
  9. Piattoni, E. Quagliarini, et S. Lenci, ? Experimental analysis and modelling of the mechanical behaviour of earthen bricks ?, Constr. Build. Mater. Elsevier, vol. 25, p. 2072, 2011.
  10. J. ODogherty, ? A review of the mechanical behaviour of straw when compressed to high densities ?, J. Agric. Eng. Res., vol. 44, p. 241‑265, 1989.
  11. Digimat, ? Software for the Linear and Nonlinear Multi-Scale Modeling of Heterogeneous Materials; e-Xstream Engineering: Louvain-la-Neuve ?. Belgium, 2011.
  12. Trzepieciński, G. Ryzińska, M. Biglar, et M. Gromada, ? Modelling of multilayer actuator layers by homogenisation technique using Digimat software ?, Ceram. Int., vol. 43, no 3, p. 3259‑3266, fevr. 2017.
  13. Tarfaoui, K. Lafdi, et A. El Moumen, ? Mechanical properties of carbon nanotubes based polymer composites ?, Compos. Part B Eng., vol. 103, p. 113‑121, oct. 2016.
  14. El Moumen, M. Tarfaoui, et K. Lafdi, ? Computational Homogenization of Mechanical Properties for Laminate Composites Reinforced with Thin Film Made of Carbon Nanotubes ?, Appl. Compos. Mater., p. 1‑20, 2017.
  15. El Moumen, T. Kanit, A. Imad, et H. E. L. Minor, ? Effect of overlapping inclusions on effective elastic properties of composites ?, Mech. Res. Commun., vol. 53, p. 24‑30, 2013.
  16. Benveniste, ? A new approach to the application of Mori-Tanakas theory in composite materials ?, Mech. Mater., vol. 6, no 2, p. 147‑157, 1987.
  17. -H. Pham, F. Julien, V. Picandet, et P. Pilvin, ? Etude experimentale, theorique et numerique de lelasticite de composites chaux-chanvre ?, 2013.
  18. G. Nguyen, S. Ortola, et E. Ghorbel, ? Micromechanical modelling of the elastic behaviour of polymer mortars ?, Eur. J. Environ. Civ. Eng., vol. 17, no 2, p. 65‑83, 2013.
  19. M. Neville, Properties of concrete, vol. 4. Longman London, 1995.

[Christian Enagnon Adadja, Clement Adeoumi Labintan, Mohamed Gibigaye, Hamid Zahrouni, Mahdia Hattab and Mohamad Jrad (2020); PREDICTION OF THE YOUNG MODULUS OF THE EARTH REINFORCED BY THE STRAW Int. J. of Adv. Res. 8 (Mar). 1075-1081] (ISSN 2320-5407). www.journalijar.com


Christian Enagnon ADADJA


DOI:


Article DOI: 10.21474/IJAR01/10726      
DOI URL: https://dx.doi.org/10.21474/IJAR01/10726