R. Baettig, R. Rémond, and P. Perré, Measuring moisture content profiles in a board during 491 drying: a polychromatic x-ray system interfaced with a vacuum/pressure laboratory kiln, p.492

, Wood Science and Technology, vol.40, issue.4, pp.261-274, 2006.

J. Colmars, F. Dubois, and J. Gril, One-dimensional discrete formulation of a hygrolock 494 model for wood hygromechanics, Mechanics of Time-Dependent Materials, vol.18, pp.495-309, 2014.

D. Rocha, M. C. , D. Silva, L. M. Appoloni, C. R. Portezan-filho et al., , p.497

F. L. , Moisture profile measurements of concrete samples in vertical water flow by 498 gamma ray transmission method, Radiat Phys Chem, vol.61, pp.567-576, 2001.

F. Dubois, C. Petit, N. Sauvat, and B. Peuchot, Diagnostic et comportement des ponts à 500 ossature bois : Application au pont de Merle, European Journal of Civil Engineering, vol.10, issue.2, pp.191-208, 2006.

F. Dubois, J. M. Husson, N. Sauvat, and N. Manfoumbi, Modeling of the viscoelastic 503 mechano-sorptive behavior in wood, Mechanics of Time-Dependent Materials, vol.16, pp.439-460

D. Josserand, A. Vergnaud, J. M. Taverdet, and J. L. , Modeling the process of moisture 506 absorption in three dimensions by wood samples of various shapes: cubic, 507 parallelepipedic. Wood Science and Technology, 17. VIII, vol.23, p.271, 1989.

E. S. Ferraz and O. Aguiar, Gamma-ray attenuation technique for determining density and 510 water content of wood samples, IPEF, 30, pp.9-12, 1985.

H. L. Frandsen, L. Damkilde, and S. Svensson, A revised multi-Fickian moisture transport 512 model to describe non-Fickian effects in wood, Holzforschung, pp.563-572, 2007.

N. Manfoumbi, T. A. N'guyen, N. Angellier, F. Dubois, L. Ulmet et al., , vol.538

, Experimental and numerical aspects in diffusion process characterization in tropical 539 species, European Journal of Environmental and Civil Engineering, vol.18, issue.9, pp.540-963, 2014.

S. Merakeb, F. Dubois, C. Petit, and N. Sauvat, Couplage hydromécanique dans le processus 542 de diffusion dans le bois, European Journal of Civil Engineering, vol.10, issue.2, p.251, 2006.

S. Merakeb, F. Dubois, and C. Petit, Modeling of the sorption hysteresis for wood, Science and Technology, vol.43, issue.7, pp.575-589, 2009.

J. A. Nedler, Downhill simplex method, Computer Journal, vol.7, pp.308-313, 1965.

W. Olek, P. Perre, and J. Weres, Implementation of a relaxation equilibrium term in the 548 convective boundary condition for a better representation of the transient bound water 549 diffusion in wood, Wood Science and Technology, vol.45, pp.677-691, 2011.

W. Olek, R. Rémond, J. Weres, and P. Perré, Non-Fickian moisture diffusion in thermally 551 modified beech wood analyzed by the inverse method, International Journal of Thermal, vol.552

, Sciences, vol.109, pp.291-298, 2016.

D. Silva, W. P. , D. Silva, L. D. Silva, E. et al., Optimization and 554 simulation of drying processes using diffusion models : application to wood drying using 555 forced air at low temperature, Wood Science and Technology, vol.45, pp.787-800, 2011.

P. Perre and A. Degiovanni, Simulation par volumes finis des transferts couplés en milieux 557 poreux anisotrope : séchage du bois à basse et haute température, International Journal 558 of Heat and Mass Transferts, vol.33, issue.11, pp.2463-2478, 1990.

P. Perre and I. W. Turner, A mesoscopic drying model applied to the growth rings of 560 softwood: mesh generation and simulation results, Maderas. Cienca y tecnologia, vol.10, issue.3

C. Rozas, I. Tomaselli, and E. F. Zanoelo, Internal mass transfer coefficient during drying of 563 softwood (Pinus elliottii Engelm.) boards, Wood Science and Technology, pp.564-361, 2009.

G. Villain and M. Thierry, Gammadensimetry: a method to determine drying and 566 carbonation profiles in concrete, ND&E Int, vol.39, issue.4, pp.328-337, 2006.

Q. Zhou, Y. Cai, Y. Xu, and X. Zhang, Determination of moisture diffusion coefficient of 568 larch board with finite difference method, BioRes, vol.6, issue.2, pp.1196-1203, 2011.