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The dynamics of a hydrogel strip.
P Chiarelli1, P J Basser, D Derossi
1Centro E. Paggio, University of Pisa, Italy.
Biorheology
|July 1, 1992
Summary
Hydrogel strips relax due to strain-induced swelling. The stress relaxation time is inversely proportional to the square of the hydrogel
Area of Science:
- Polymer Science
- Materials Science
- Soft Matter Physics
Background:
- Hydrogels exhibit complex mechanical behaviors, including stress relaxation after deformation.
- Understanding the underlying mechanisms of stress decay in hydrogels is crucial for their application in various fields.
Purpose of the Study:
- To investigate the phenomenon of stress relaxation in hydrogel strips.
- To develop and validate a continuum model explaining the decay in tensile stress.
- To determine the relationship between sample thickness and the time constant of stress relaxation.
Main Methods:
- A continuum model of the gel-solvent system was developed, incorporating an equation of motion and a linear constitutive law for the polymer network.
- Darcy's law and conservation of mass for the network and interstitial fluid were solved under appropriate boundary and initial conditions for stress-relaxation experiments.
- Non-linear regression was used to estimate material properties such as shear modulus, bulk modulus, and hydraulic permeability.
Main Results:
- The primary cause of tensile stress decay in stretched hydrogels is identified as strain-induced swelling of the polymer network.
- The developed model predicts that the stress relaxation time constant is inversely proportional to the square of the sample thickness.
- Experimental results confirmed the model's prediction regarding the thickness dependence of the time constant.
Conclusions:
- The continuum model accurately describes stress relaxation in hydrogels, attributing it to strain-induced swelling.
- The study provides experimental validation for the model's prediction of the inverse square relationship between relaxation time and sample thickness.
- Estimated material properties (shear modulus, bulk modulus, hydraulic permeability) align with independent measurements, confirming the model's predictive power.