Le fonds documentaire de l'Institut ∂'Alembert est accessible sur rendez-vous.

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Il est localisé principalement 4 place Jussieu (Métro Jussieu, lignes 7 et 10 ) 75252 Paris cedex 05 Tour 55, 4è étage, couloir 55-65. Une partie de la collection est consultable sur commande sur le site de Saint Cyr.

Le fonds contient 9000 livres, 1500 thèses et près de 60 périodiques couvrant tous les domaines de Mécanique.

Il abrite également le fonds documentaire de la chaire d'aviation B. Zaharoff.

Modalités d'emprunt : la bibliothèque est ouverte aux étudiants en master de mécanique, aux chercheurs et enseignants chercheurs après formalités d'inscription. La consultation se fait sur place avec possibilité de scanner des documents. L'emprunt est autorisé à hauteur de cinq livres maximum et pour une durée de trois semaines.

Liens utiles :

► Accès à Web of sciences

► Accès à Sciencedirect

► Portail documentaire de l'UPMC (Jubil)

► Accès à Sudoc

► Portail de Bibliosciences

►Accès à INIST

► Transformer les sorties bibliographique en .bib

Publications, signature, rédaction des affiliations:
en pratique: TOUT le monde au laboratoire doit mettre ceci dans les signatures d'article (il semble que l'UMR 7190 disparaisse car codification nationale non prise en compte à l’international):

Sorbonne Université, CNRS, Institut Jean Le Rond d’Alembert, F-75005 Paris, France

Rapports:

• Rapport d'activité 2007-2012: Télécharger les documents
• Présentation Extrashort 2013 de ∂'Alembert
• Rapport d'activité 2004-2007: Télécharger le document PDF
• Rapport d'activité 2012-2017: Télécharger le document PDF
• Rapport HCERES 2023  https://dropsu.sorbonne-universite.fr/s/eRT9prym5rwM4sY

Publications:

• Publications 2008
• Publications 2009
• Publications 2010
• Publications 2011
• Publications 2012
• Publications 2013
• Publications 2014
• Publications 2012-17
• Publications dans HAL UPMC

Signé ∂'Alembert:

2014

Articles et actes de conférence publiés dans des revues

1. Alessi R., Marigo J.-J., and Vidoli S., Gradient damage models coupled with plasticity: variational formulation and main properties. Mechanics of Materials, 2014(Available online 14 January 2014).

2. Bartolomeu R., Azambre B., Westermann A., Fernandes A., Bértolo R., Issa Hamoud H., Henriques C., Da Costa P., and Ribeiro F., Investigation of the nature of silver species on different Ag-containing NOx reduction catalysts: On the effect of the support. Applied Catalysis B: Environmental, 2014. 150–151: p. 204–217.

3. Bergheau J.-M., Leblond J.-B., and Perrin G., A new numerical implementation of a second- gradient model for plastic porous solids, with an application to the simulation of ductile rupture tests. Computer Methods in Applied Mechanics and Engineering, 2014. 268: p. 105–125.

4. Bollache E., Kachenoura N., Redheuil A., Frouin F., Mousseaux E., Recho P., and Lucor D., Descending aorta subject-specific one-dimensional model validated against in vivo data. Journal of Biomechanics, 2014. 47(2): p. 424–431.

5. Boutros M., Galvez M. E., Onfroy T., and Da Costa P., Influence of synthesis parameters of SBA-15 supported palladium catalysts for methane combustion and simultaneous NOx reduction. Microporous and Mesoporous Materials, 2014. 183: p. 1–8.

6. Buscaglia G. and Ruas V., Finite element methods for the Stokes system based on a Zienkiewicz type N-simplex. Computer Methods in Applied Mechanics and Engineering, 2014. 272: p. 83–99.

7. Camescasse B., Fernandes A., and Pouget J., Bistable buckled beam and force actuation: experimental validations. International Journal of Solids and Structures, 2014(Available online 27 January 2014).

8. Cazacu O., Revil-Baudard B., Chandola N., and Kondo D., New analytical criterion for porous solids with Tresca matrix under axisymmetric loadings. International Journal of Solids and Structures, 2014. 51(3–4): p. 861-874.

9. Chen G. L., Guyon C., Zhang Z. X., Da Silva B., Da Costa P., Ognier S., Bonn D., and Tatoulian M., Catkin liked nano-Co3O4 catalyst built-in organic microreactor by PEMOCVD method for trace CO oxidation at room temperature. Microfluidics and Nanofluidics, 2014. 16(1–2): p. 141–148.

10. Cheng L., de Saxcé G., and Kondo D., A stress-based variational model for ductile porous materials. International Journal of Plasticity, 2014. 55: p. 133–161.

11. de Billy M. and Hladky-Hennion A. C., Generation of transversal envelope soliton in polymeric and wooden rods. Ultrasonics, 2014(Available online 6 February 2014).

12. Dias M. A. and Audoly B., A non-linear rod model for folded elastic strips. Journal of the Mechanics and Physics of Solids, 2014. 62(SI): p. 57–80.

13. Kashif M., Guibert P., Bonnety J., and Legros G., Sooting tendencies of primary reference fuels in atmospheric laminar diffusion flames burning into vitiated air. Combustion and Flame, 2014(Available online 15 January 2014).

14. Ke Y., Ortola S., Beaucour A. L., and Dumontet H., Micro-stress analysis and identification of lightweight aggregate’s failure strength by micromechanical modeling. Mechanics of Materials, 2014. 68: p. 176–192.

15. Keita O., Dascalu C., and François B., A two-scale model for dynamic damage evolution. Journal of the Mechanics and Physics of Solids, 2014. 64: p. 170–183.

16. Leblond J.-B. and Frelat J., Development of fracture facets from a crack loaded in mode I+III: Solution and application of a model 2D problem. Journal of the Mechanics and Physics of Solids, 2014. 64: p. 133–153.

17. Marfaing O., Beccantini A., Gounand S., Monavon A., and Studer E., Semi-analytical and numerical investigation of a reactive gaseous film between two evaporating liquids. International Journal of Heat and Mass Transfer, 2014. 71: p. 562–572.

18. Meldi M. and Sagaut P., An adaptive numerical method for solving EDQNM equations for the analysis of long-time decay of isotropic turbulence. Journal of Computational Physics, 2014. 262: p. 72–85.

19. Monteil M., Touze C., Thomas O., and Benacchio S., Nonlinear forced vibrations of thin structures with tuned eigenfrequencies: the cases of 1:2:4 and 1:2:2 internal resonances. Nonlinear Dynamics, 2014. 75(1–2): p. 175–200.

20. Morin L., Madou K., Leblond J.-B., and Kondo D., A new technique for finite element limit-analysis of Hill materials, with an application to the assessment of criteria for anisotropic plastic porous solids. International Journal of Engineering Science, 2014. 74: p. 65–79.

21. Neukirch S., Goriely A., and Thomas O., Singular inextensible limit in the vibrations of post-buckled rods: Analytical derivation and role of boundary conditions. Journal of Sound and Vibration, 2014. 333(3): p. 962-970.

22. Pastor F. and Kondo D., Limit analysis and lower/upper bounds to the macroscopic criterion of Drucker-Prager materials with spheroidal voids. Comptes Rendus Mecanique, 2014. 342(2): p. 96–105.

23. Regnault V., Lagrange J., Pizard A., Safar M. E., Fay R., Pitt B., Challande P., Rossignol P., Zannad F., and Lacolley P., Opposite Predictive Value of Pulse Pressure and Aortic Pulse Wave Velocity on Heart Failure With Reduced Left Ventricular Ejection Fraction Insights From an Eplerenone Post-Acute Myocardial Infarction Heart Failure Efficacy and Survival Study (EPHESUS) Substudy. Hypertension, 2014. 63(1): p. 105–111.

24. Shen W., He Z., Dormieux L., and Kondo D., Effective strength of saturated double porous media with a Drucker-Prager solid phase. International Journal for Numerical and Analytical Methods in Geomechanics, 2014. 38(3): p. 281–296.

25. Shen W. Q., Pastor F., and Kondo D., Improved criteria for ductile porous materials having a Green type matrix by using Eshelby-like velocity fields. Theoretical and Applied Fracture Mechanics, 2014(Available online 24 January 2014).

26. Sicsic P., Marigo J.-J., and Maurini C., Initiation of a periodic array of cracks in the thermal shock problem: A gradient damage modeling. Journal of the Mechanics and Physics of Solids, 2014. 63: p. 256–284.

27. Srivastava A., Ponson L., Osovski S., Bouchaud E., Tvergaard V., and Needleman A., Effect of inclusion density on ductile fracture toughness and roughness. Journal of the Mechanics and Physics of Solids, 2014. 63: p. 62–79.

28. Turlier H., Audoly B., Prost J., and Joanny J.-F., Furrow Constriction in Animal Cell Cytokinesis. Biophysical Journal, 2014. 106(1): p. 114–123.