On the universality of the critical scaling exponents during sol-gel transition
Khushboo Suman, Yogesh M. Joshi

TL;DR
This study investigates the critical scaling exponents during sol-gel transitions in different systems, demonstrating their universality and consistency through rheological measurements and scaling laws.
Contribution
It provides experimental evidence that critical exponents during sol-gel transitions are universal across different systems and conditions, confirming theoretical scaling laws.
Findings
Viscosity and modulus follow power-law divergence near the critical point.
Longest relaxation time diverges symmetrically on both sides of the transition.
Critical exponents are consistent and obey hyper scaling laws.
Abstract
The evolution of viscoelastic properties near the sol-gel transition is studied by performing oscillatory rheological measurements on two different types of systems: a colloidal dispersion and a thermo-responsive polymer solution under isothermal and non-isothermal conditions. While undergoing sol-gel transition, both the systems pass through a critical point. An approach to the critical point is characterized in terms of divergence of zero shear viscosity and the subsequent appearance of the low frequency modulus. In the vicinity of the critical gel state, both the viscosity and the modulus show a power-law dependence on relative distance from the critical point. Interestingly, the longest relaxation time has been observed to diverge symmetrically on both the sides of the critical point and also shows a power-law dependence on relative distance from the critical point. The critical…
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