Retour à l'index des publications
Export 19 results:
Warning on RTF export
×
If you export in RTF and open your file with microsoft Word, you need to choose "Occidental (Windows Latin 1)" encoding.

Journal Article

  1. [SANS-16]“Stochastic multiscale modelling of cortical bone elasticity based on high-resolution imaging”, Biomechanics and Modeling in Mechanobiology, vol. 15, pp. 111-131, 2016.
  2. [OSTE-16]“Multiscale and multimodality computed tomography for cortical bone analysis.”, Phys Med Biol, vol. 61, no. 24, pp. 8553-8576, 2016.
  3. [OSTE-14]A. Ostertag, Peyrin, F., Fernandez, S., Laredo, J. D., De Vernejoul, M. C., and Chappard, C., “Cortical measurements of the tibia from high resolution peripheral quantitative computed tomography images: A comparison with synchrotron radiation micro-computed tomography.”, Bone, vol. 63C, pp. 7-14, 2014.
  4. [SANS-13]V. Sansalone, Bousson, V., Naili, S., Bergot, C., Peyrin, F., Laredo, J. D., and Haïat, G., “Numerical assessment of the effects of the axial variations of porosity and mineralisation on the elastic properties in the human femoral neck”, Comput Methods Biomech Biomed Engin, vol. 16, pp. 308-309, 2013.
  5. [SANS-12b]V. Sansalone, Bousson, V., Naili, S., Bergot, C., Peyrin, F., Laredo, J. D., and Haïat, G., “Effects of the axial variations of porosity and mineralization on the elastic properties of the human femoral neck”, Computer Modeling in Engineering & Sciences, vol. 87, pp. 387-410, 2012.
  6. [SANS-12a]V. Sansalone, Bousson, V., Naili, S., Bergot, C., Peyrin, F., Laredo, J. D., and Haiat, G., “Anatomical distribution of the degree of mineralization of bone tissue in human femoral neck: impact on biomechanical properties”, Bone, vol. 50, pp. 876–884, 2012.
    {PMID:} 22245631
    http://www.ncbi.nlm.nih.gov/pubmed/22245631
  7. [SANS-10]V. Sansalone, Naili, S., Bousson, V., Bergot, C., Peyrin, F., Zarka, J., Laredo, J. D., and Haiat, G., “Determination of the heterogeneous anisotropic elastic properties of human femoral bone: from nanoscopic to organ scale”, Journal of biomechanics, vol. 43, pp. 1857–1863, 2010.
    {PMID:} 20392446
    http://www.ncbi.nlm.nih.gov/pubmed/20392446
  8. [BOUS-04]V. Bousson, Peyrin, F., Bergot, C., Hausard, M., Sautet, A., and Laredo, J. D., “Cortical bone of the human femoral neck : three-dimensional appearance and porosity using synchrotron radiation”, J Bone Min Research, vol. 19, pp. 794-801, 2004.
  9. [ZHOU-01]L. Q. Zhou, Zhu, Y. M., Bergot, C., Laval-Jeantet, A. M., Bousson, V., Laredo, J. D., and Laval-Jeantet, M., “A method of Radio-Frequency inhomogeneity correction for tissue classification in brain MRI”, Comput Med Imag Grap, vol. 25, pp. 379-389, 2001.
  10. [BOUS-01]V. Bousson, Meunier, A., Bergot, C., Vicaut, E., Rocha, M. A., Morais, M. H., Laval-Jeantet, A. M., and Laredo, J. D., “Distribution of intracortical porosity in human midfemoral cortex by age and gender”, J Bone Min Research, vol. 17, pp. 1308–1317, 2001.
  11. [BOUS-00]V. Bousson, Bergot, C., Meunier, A., Parlier-Cuau, C., Laval-Jeantet, A. M., and Laredo, J. D., “CT of the middiaphyseal femur : cortical bone mineral density and relation to porosity”, Radiology, vol. 217, pp. 179–187, 2000.

Conference Paper

  1. [SANS-12c]V. Sansalone, Bousson, V., Naili, S., Bergot, C., Peyrin, F., Laredo, J. D., and Haiat, G., “A three step homogenization model based on the Eshelby formulation to model the multiscale cortical bone structure”, in JSME-CMD Int computational Mechanics Symposium, Kobé, Japan, 2012, p. 2p.
  2. [SANS-11b]V. Sansalone, Bousson, V., Naili, S., Bergot, C., Peyrin, F., Laredo, J. D., and Haiat, G., “Coupling an homogenization method with Synchrotron radiation microcomuted tomography to estimate cortical bone anisotropic biomechanical properties”, in SIMBIO-M (Simulations in Bio-Sciences and Multiphysics), Marseille, France, 2011, p. abstract.
  3. [SANS-11a]V. Sansalone, Naili, S., Bousson, V., Bergot, C., Peyrin, F., Zarka, J., Laredo, J. D., and Haiat, G., “Micro-CT based modeling and numerical estimation of the heterogeneous elastic properties in human femoral neck”, in Euromat 2011, Montpellier, France, 2011, p. abstract.
  4. [SANS-11d]V. Sansalone, Naili, S., Bousson, V., Bergot, C., Peyrin, F., Zarka, J., Laredo, J. D., and Haiat, G., “Coupling an homogenization model with an imaging technique to retrieve cortical bone anisotropic biomechanical properties”, in 2011 World Congress on Advances in Structural Engineering and Mechanics (ASEM’11plus), Seoul, Korea, 2011, p. Abstract.
  5. [SANS-11c]V. Sansalone, Naili, S., Bousson, V., Bergot, C., Peyrin, F., Laredo, J. D., and Haiat, G., “On the anatomical variation of elastic properties in human cortical bone: experiments, modelling & numerical simulations”, in THERMEC'2011 Conference, Quebec, Canada, 2011, p. Abstract.
  6. [SANS-10b]S. Sansalone, V.and Naili, Bousson, V., Bergot, C., Peyrin, F., Laredo, J. D., and G., H., “Computing the heterogeneous anisotropic elastic properties of cortical bone by a micromechanical approach”, in ECCM 2010, Paris, France, 2010.
  7. [WU-06]Y. Wu, Bergot, C., Jolivet, E., Peyrin, F., Bousson, V., and Laredo, J. D., “Distribution of mineral in cortical bone of the human femoral neck by using Synchrotron radiation”, in 17th International Bone Densitometry Workshop, Kyoto, Japon, 2006.
  8. [JENS-04]F. Jenson, Padilla, F., Cloetens, P., Laredo, J. D., Peyrin, F., and Laugier, P., “Relationship between quantitative ultrasound measurements at the femur and bone density and micro architecture : an in vitro study”, in 16th International Bone Densitometry Workshop, Annecy, France, 2004.