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The effect on water on mechanical properties of collagen films has been studied. The S‐shaped sorption isotherm is separated into an adsorption curve C 1 and a solution curve C 2 . From the C 2 curve, a value of 0.8 is calculated for the Flory‐Huggins interaction parameter χ 1 . The dynamic shear modulus G′ , loss modulus G″ , and loss tangent tan δ determined as functions of water content indicate two dispersions at low and at high water content. The region of water content from about 0.05 to 0.1 g/g, G′ decreases suddenly, G″ has a peak, and tan δ increases, corresponds to the region where the C 2 component of sorption becomes detectable. Another dispersion occurs at water contents above 0.2 g/g. A composite curve can be obtained by shifting stress‐relaxation curves obtained at different humidities along the log time axis. When only the C 2 component of sorbed water is taken into account, the shift factor a c is explained by a relation of Fujita and Kishimotos' based on free‐volume theory. Shift factor for the relaxation curves of wool fibers, except for an initial part at times of less than 1 sec, are described by the same equation. The parameter β in the equation has the same value of 0.16 for both collagen and wool.
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Tanioka et al. (1973) studied this question.
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