1. An alternative method of solvent-induced stresses in an elastic thin slab: Moutier theorem
- Author
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Chiang, Douyau, Ouyang, Hao, Yang, Fuqian, and Lee, Sanboh
- Subjects
Strains and stresses -- Analysis ,Thermodynamics -- Models ,Stress relaxation (Materials) -- Analysis ,Stress relieving (Materials) -- Analysis ,Solvents -- Usage ,Polymers -- Properties ,Engineering and manufacturing industries ,Science and technology - Abstract
Understanding the solvent-induced stresses in polymeric materials is of profound importance for drug release and soft robotics. This work presents an alternative method to obtain an analytical solution of solvent-induced stress in an elastic slab using the Moutier theorem under the framework of equilibrium thermodynamics and the elastic solution available in the literature. Using the analytical solution and the temporal evolution of the mass of organic solvents in polymeric slabs, we analyze the spatiotemporal evolution of the solvent-induced stress in the polymeric slabs and reveal the effects of the solvent transport on the stress evolution. The approach presented in this work provides a simple method to solve the decoupling problem involving diffusion and solvent-induced stresses. KEYWORDS elastic slab, Moutier theorem, solvent-induced stress, 1 | INTRODUCTION Solvent transport in glassy polymers has been studied for several decades. In addition to diffusion named Case I transport, Case II and anomalous transport are often observed [...]
- Published
- 2022
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