Consumer products, such as foods, contain numerous polymeric and particulate additives that play critical roles in maintaining their stability, quality and function. The resulting materials exhibit complex bulk and interfacial rheological responses, and often display a distinctive power-law response under standard rheometric deformations. These power laws are not conveniently described using conventional rheological models, without the introduction of a large number of relaxation modes. We present a constitutive framework using fractional derivatives to model the power-law responses often observed experimentally. We first revisit the concept of quasi-properties and their connection to the fractional Maxwell model (FMM). Using Scott-Blair's ...
This work presents a brief introduction to fractional calculus and its application to some problems ...
This paper examines the oscillatory behavior of complex viscoelastic systems with power law like rel...
\u3cp\u3eWe use the framework of fractional calculus to quantify the linear viscoelastic properties ...
Consumer products like foods contain numerous polymeric and particulate additives that play critical...
Soft materials often exhibit a distinctive power-law viscoelastic response arising from broad distri...
It is well known that the perceived texture and consistency of liquid foods are strong drivers of co...
The relaxation processes of a wide variety of soft materials frequently contain one or more broad re...
Soft materials often exhibit a distinctive power-law viscoelastic response arising from broad distri...
In capturing visco-elastic behavior, experimental tests play a fundamental rule, since they allow to...
We develop a fractional return-mapping framework for power-law visco-elasto-plasticity. In our appro...
In this paper, we use ideas from fractional calculus to study the rheological response of soft mater...
Constitutive models for soft solids that quantitatively relate the state of the stress in the materi...
Constitutive models for soft solids that quantitatively relate the state of the stress in the materi...
The relaxation processes of a wide variety of soft materials frequently contain one or more broad re...
The microstructures of many complex fluids are typically characterized by a broad distri-bution of i...
This work presents a brief introduction to fractional calculus and its application to some problems ...
This paper examines the oscillatory behavior of complex viscoelastic systems with power law like rel...
\u3cp\u3eWe use the framework of fractional calculus to quantify the linear viscoelastic properties ...
Consumer products like foods contain numerous polymeric and particulate additives that play critical...
Soft materials often exhibit a distinctive power-law viscoelastic response arising from broad distri...
It is well known that the perceived texture and consistency of liquid foods are strong drivers of co...
The relaxation processes of a wide variety of soft materials frequently contain one or more broad re...
Soft materials often exhibit a distinctive power-law viscoelastic response arising from broad distri...
In capturing visco-elastic behavior, experimental tests play a fundamental rule, since they allow to...
We develop a fractional return-mapping framework for power-law visco-elasto-plasticity. In our appro...
In this paper, we use ideas from fractional calculus to study the rheological response of soft mater...
Constitutive models for soft solids that quantitatively relate the state of the stress in the materi...
Constitutive models for soft solids that quantitatively relate the state of the stress in the materi...
The relaxation processes of a wide variety of soft materials frequently contain one or more broad re...
The microstructures of many complex fluids are typically characterized by a broad distri-bution of i...
This work presents a brief introduction to fractional calculus and its application to some problems ...
This paper examines the oscillatory behavior of complex viscoelastic systems with power law like rel...
\u3cp\u3eWe use the framework of fractional calculus to quantify the linear viscoelastic properties ...