自愈水凝胶
材料科学
机械
瞬态(计算机编程)
变形(气象学)
厚板
弯曲
肿胀 的
复合材料
渗透压
压力(语言学)
温度梯度
化学
物理
高分子化学
生物化学
量子力学
语言学
操作系统
地球物理学
哲学
计算机科学
作者
Erik Birgersson,Hua Li,Shunnian Wu
标识
DOI:10.1016/j.jmps.2007.05.014
摘要
A model for transient deformation of neutral hydrogels that takes into account conservation of momentum, energy and mass for the solid polymer and fluid phase is derived, nondimensionalized and analyzed. Slow- and fast-response hydrogels are studied for three cases based on the response of (i) a spherical hydrogel, (ii) a constrained hydrogel slab to a step change in temperature, and (iii) the deformation in a temperature gradient. Model predictions for case (i) are shown to agree well with experiments for swelling and shrinking. For case (ii), solvent can be seen entering at the sides and flowing into the interior and towards the corners, such that the corners undergo a faster deformation than the sides. Immersed in a temperature gradient, case (iii), the hydrogel undergoes a bending motion and reaches a curved equilibrium shape, similar to the bending motion of polyelectrolyte hydrogels subjected to an external electric field. The benefit of the scale analysis conducted here, to predict correctly, prior to numerical computations, important characteristics such as stress, osmotic pressure and deformation times, is also highlighted.
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