TY - JOUR
T1 - Spontaneous imbibition in cellulose
T2 - an absorption-mediated non-Lucas-Washburn phenomenon
AU - Hu, Kang
AU - Maillet, Benjamin
AU - Gil-Roca, Jaime
AU - Yan, Luoyi
AU - Zou, Yuliang
AU - Brochard, Laurent
AU - Coussot, Philippe
N1 - Publisher Copyright:
© 2025 The Authors
PY - 2026/3/15
Y1 - 2026/3/15
N2 - Hypothesis: The classical Lucas–Washburn (LW) model, which assumes a saturated front progressing uniformly with a height scaling as the square root of time, has long been used to describe liquid seepage in various porous media. However, for hygroscopic cellulose-based materials, a fraction of water can be absorbed in the form of (nanoconfined) bound water into the amorphous regions of cellulose microfibrils thus inducing cellulose swelling. Thus, water imbibition in cellulose fiber networks might not be solely governed by capillary effects but could be significantly impacted by bound water absorption, leading to a coupled two-phase transport behavior. Experiments: We examined the dynamics of water imbibition in porous cellulose stacks using a combination of optical imaging, gravimetry, NMR and MRI experiments, under conditions of unlimited and limited water supply. These techniques allowed us to independently track both free water and bound water transport and follow sample swelling, providing a detailed view of the complex processes occurring in such materials. Findings: Although the macroscopic rising height still follows a square-root time dependence, the actual imbibition is one to two orders of magnitude slower than LW predictions. MRI results show that the free water saturates the porosity behind the front but the bound water progressively saturates the cellulose fibers ahead of the free water front. This slower dynamics and the separation between bound and free water fronts indicate that capillary forces alone cannot account for the observed behavior. These results finally challenge the direct applicability of standard concepts to interfacial phenomena in hygroscopic porous materials.
AB - Hypothesis: The classical Lucas–Washburn (LW) model, which assumes a saturated front progressing uniformly with a height scaling as the square root of time, has long been used to describe liquid seepage in various porous media. However, for hygroscopic cellulose-based materials, a fraction of water can be absorbed in the form of (nanoconfined) bound water into the amorphous regions of cellulose microfibrils thus inducing cellulose swelling. Thus, water imbibition in cellulose fiber networks might not be solely governed by capillary effects but could be significantly impacted by bound water absorption, leading to a coupled two-phase transport behavior. Experiments: We examined the dynamics of water imbibition in porous cellulose stacks using a combination of optical imaging, gravimetry, NMR and MRI experiments, under conditions of unlimited and limited water supply. These techniques allowed us to independently track both free water and bound water transport and follow sample swelling, providing a detailed view of the complex processes occurring in such materials. Findings: Although the macroscopic rising height still follows a square-root time dependence, the actual imbibition is one to two orders of magnitude slower than LW predictions. MRI results show that the free water saturates the porosity behind the front but the bound water progressively saturates the cellulose fibers ahead of the free water front. This slower dynamics and the separation between bound and free water fronts indicate that capillary forces alone cannot account for the observed behavior. These results finally challenge the direct applicability of standard concepts to interfacial phenomena in hygroscopic porous materials.
KW - Bound water absorption
KW - Capillary imbibition
KW - Cellulose fiber matrix
KW - Lucas−Washburn model
KW - MRI
KW - Porous media
UR - https://www.scopus.com/pages/publications/105023492222
U2 - 10.1016/j.jcis.2025.139583
DO - 10.1016/j.jcis.2025.139583
M3 - Article
AN - SCOPUS:105023492222
SN - 0021-9797
VL - 706
JO - Journal of Colloid and Interface Science
JF - Journal of Colloid and Interface Science
M1 - 139583
ER -