2020
DOI: 10.1016/j.memsci.2019.117533
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Diffusion coefficient of solute in heterogeneous and macroporous hydrogels and its correlation with the effective crosslinking density

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Cited by 21 publications
(5 citation statements)
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“…It is then kept constant, allowing the deformation to be driven by the diffusion of water molecules into the film. To accurately capture the folding, we incorporate the change in diffusion coefficient with the change in cross-link density, which is one of the main factors contributing to the concentration difference in the film. According to the Flory–Rehner theory of swellable polymers, , it is elucidated that Young’s modulus of a swollen polymer is a function of the polymer volume fraction and as given in Sperling as E ∝ N , where N is the number of active polymer chains per unit volume calculated from Flory–Huggins equation . Therefore, the stiffness ( E ) is expressed in terms of the number of polymer chains ( N ) and the molar volume (ν).…”
Section: Experimental Methodsmentioning
confidence: 99%
“…It is then kept constant, allowing the deformation to be driven by the diffusion of water molecules into the film. To accurately capture the folding, we incorporate the change in diffusion coefficient with the change in cross-link density, which is one of the main factors contributing to the concentration difference in the film. According to the Flory–Rehner theory of swellable polymers, , it is elucidated that Young’s modulus of a swollen polymer is a function of the polymer volume fraction and as given in Sperling as E ∝ N , where N is the number of active polymer chains per unit volume calculated from Flory–Huggins equation . Therefore, the stiffness ( E ) is expressed in terms of the number of polymer chains ( N ) and the molar volume (ν).…”
Section: Experimental Methodsmentioning
confidence: 99%
“…The particles are trapped for a time period before eventually escaping due to thermal fluctuations and either continue diffusive motion or get trapped again. The common approach to model such diffusion behavior is the continuous time random walk (CTRW) framework in which a random walker waits for a certain time (“caging” time) at any given site before jumping to a neighboring site. , While this formalism has been used to describe diffusion in different types of complex heterogeneous systems like desorption dynamics in porous activated carbon grains, electronic transport in disordered solids, and protein dynamics, its application to heterogeneous hydrogels and ECM is still in its infancy. ,,, …”
Section: Biomolecular Transport For Cell Communicationmentioning
confidence: 99%
“…116,121 While this formalism has been used to describe diffusion in different types of complex heterogeneous systems like desorption dynamics in porous activated carbon grains, 122 electronic transport in disordered solids, 123 and protein dynamics, 124 its application to heterogeneous hydrogels and ECM is still in its infancy. 116,118,125,126 An alternative approach to improve diffusion of large solute molecules is through dynamic reconfiguration of the network using reversible cross-linking. As the cross-link junctions are subject to continuous breaking and reformation, it is possible for a large solute to escape out of their trapped cages.…”
Section: Poroelasticitymentioning
confidence: 99%
“…sGiven these applications, understanding the mechanisms underlying drug motion inside the hydrogel network at the molecular level, the effects of the polymeric backbone (drug-polymer interactions) and its relationship with the macroscopic release is of fundamental importance for the design of efficient drug delivery systems. To date, several theoretical models have been reported, including the simple Fickian diffusion model (Tokuyama, Nakahata, & Ban, 2020), and more complex mechanistic models (Masaro, & Zu, 1999) essentially based on i) obstruction effects, ii) free volume theory (Fujita, 1961), and iii) hydrodynamic theories (Cukier, 1984) which consider the hydrodynamic interactions present in the whole system. Furthermore, a comprehensive multi-scale model, accounting for the effects of different diffusion mechanisms, has been proposed to describe the diffusion of dextran of different sizes in a series of poly(ethylene glycol) (PEG) and alginate-based hydrogels (Axpe et al, 2019).…”
Section: Introductionmentioning
confidence: 99%