Department of Fiber and Polymer Technology, Wallenberg Wood Science Centre , KTH Royal Institute of Technology , Teknikringen 56 , 100 44 Stockholm , Sweden.
RISE Bioeconomy , Box 5604, 114 86 Stockholm , Sweden.
Biomacromolecules. 2019 Apr 8;20(4):1603-1612. doi: 10.1021/acs.biomac.8b01791. Epub 2019 Mar 12.
Noncrystalline cellulose-based gel beads were used as a model material to investigate the effect of osmotic stress on a cellulosic network. The gel beads were exposed to osmotic stress by immersion in solutions with different concentrations of high molecular mass dextran and the equilibrium dimensional change of the gel beads was studied using optical microscopy. The volume fraction of cellulose was calculated from the volume of the gel beads in dextran solutions and their dry content and the relation between the cellulose volume fraction and the total osmotic pressure was thus obtained. The results show that the contribution to the osmotic pressure from counterions increases the water-retaining capacity of the beads at high osmotic pressures but also that the main factor controlling the gel bead collapse at high osmotic strains is the resistance to the deformation of the polymer chain network within the beads. Furthermore, the osmotic pressure associated with the deformation of the polymer network, which counteracts the deswelling of the beads, could be fitted to the Wall model indicating that the response of the cellulose polymer networks was independent of the charge of the cellulose. The best fit to the Wall model was obtained when the Flory-Huggins interaction parameter (χ) of the cellulose-water system was set to 0.55-0.60, in agreement with the well-established insolubility of high molecular mass β-(1,4)-d-glucan polymers in water.
非晶态纤维素基凝胶珠被用作模型材料,以研究渗透压对纤维素网络的影响。凝胶珠通过浸入不同高分子质量右旋糖酐浓度的溶液中而受到渗透压的影响,并使用光学显微镜研究凝胶珠的平衡尺寸变化。从右旋糖酐溶液中的凝胶珠的体积及其干燥含量计算纤维素的体积分数,从而获得纤维素体积分数与总渗透压之间的关系。结果表明,抗衡离子对渗透压的贡献增加了珠在高渗透压下的保水能力,但控制凝胶珠在高渗透压下崩溃的主要因素是珠内聚合物链网络变形的阻力。此外,与聚合物网络变形相关的渗透压抵消了珠的溶胀,可以拟合到壁模型,表明纤维素聚合物网络的响应与纤维素的电荷无关。当纤维素-水体系的 Flory-Huggins 相互作用参数 (χ) 设置为 0.55-0.60 时,与壁模型的拟合效果最佳,这与高分子量β-(1,4)-d-葡聚糖聚合物在水中的良好不溶性一致。