2023
DOI: 10.3390/gels9090715
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Rheology of Gels and Yielding Liquids

Alexander Ya. Malkin,
Svetlana R. Derkach,
Valery G. Kulichikhin

Abstract: In this review, today’s state of the art in the rheology of gels and transition through the yield stress of yielding liquids is discussed. Gels are understood as soft viscoelastic multicomponent solids that are in the incomplete phase separation state, which, under the action of external mechanical forces, do not transit into a fluid state but rupture like any solid material. Gels can “melt” (again, like any solids) due to a change in temperature or variation in the environment. In contrast to this type of rhe… Show more

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Cited by 22 publications
(21 citation statements)
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“…The loss modulus G″ for all studied samples steadily increases in the region ω > 1 rad/s, but up to the last studied value ω (240 rad/s) does not exceed G′.Thus, all the studied hydrogels demonstrate the solid-like behavior, typical for physical Frequency dependencies of the real (storage modulus) G (ω) and the imaginary (loss modulus) G (ω) components of complex elastic modulus were obtained in the linear region (γ = 1%) (Figure 8a). The loss modulus G for all studied samples steadily increases in the region ω > 1 rad/s, but up to the last studied value ω (240 rad/s) does not exceed G .Thus, all the studied hydrogels demonstrate the solid-like behavior, typical for physical gels in the range of stresses up to the yield stress σγ [70,71]. For the hydrogels of pork gelatin (sample 1) and extracted cod fish (sample 3) the dependences G (ω) demonstrate almost constant values of the storage modulus G (quasi-equilibrium module on the plateau G pl ) throughout the studied range of ω (from 0.001 to 240 rad/s).…”
Section: Rheological Datamentioning
confidence: 65%
“…The loss modulus G″ for all studied samples steadily increases in the region ω > 1 rad/s, but up to the last studied value ω (240 rad/s) does not exceed G′.Thus, all the studied hydrogels demonstrate the solid-like behavior, typical for physical Frequency dependencies of the real (storage modulus) G (ω) and the imaginary (loss modulus) G (ω) components of complex elastic modulus were obtained in the linear region (γ = 1%) (Figure 8a). The loss modulus G for all studied samples steadily increases in the region ω > 1 rad/s, but up to the last studied value ω (240 rad/s) does not exceed G .Thus, all the studied hydrogels demonstrate the solid-like behavior, typical for physical gels in the range of stresses up to the yield stress σγ [70,71]. For the hydrogels of pork gelatin (sample 1) and extracted cod fish (sample 3) the dependences G (ω) demonstrate almost constant values of the storage modulus G (quasi-equilibrium module on the plateau G pl ) throughout the studied range of ω (from 0.001 to 240 rad/s).…”
Section: Rheological Datamentioning
confidence: 65%
“…17 In comparison, for the gel without LM that contains molecular cross-linking, G′ is constant and dominates across all frequencies, consistent with a near-ideal elastic gel. 51,52 Gels containing LM-CNC are similar but have a G′ that increases slightly at low frequency (resulting in a slight increase in tan σ). Such long time scales of relaxation are presumably due to the use of secondary ionic bonds to cross-link the network (in contrast to the covalent cross-linkers used in the more ideal gels without LM).…”
Section: Resultsmentioning
confidence: 99%
“…This predominance of G' over G'' is characteristic of gels. [57] An exception to this behavior is the EuIDA 1 : 3 gel in which G'' is higher than G' for frequencies below 12 rad/s. Increasing the amount of ligand IDA resulted in a decrease in the values of both G' and G''.…”
Section: Synthesis and Structural Properties Of Gelsmentioning
confidence: 99%