Fluids with complex microstructure, such as polymers, suspensions, and granular materials,
abound in daily life and in many industrial processes, eg, in the chemical, food, and oil …

We consider a class of differential models of viscoelastic fluids with diffusive stress. These
constitutive models are motivated by Peterlin dumbbell theories with a nonlinear spring law …

Publisher Summary This chapter focuses on the equations arising from the modeling of
viscoelastic polymeric liquids. This means that a sizable mathematical literature on other …

Global weak solutions of scalar second-order quasilinear hyperbolic integro-differential
equations with singular kernels are constructed. Perturbations of rest states are shown to …

Let Ω⊂ ℝN be open, bounded with boundary∂ Ω of Class C2, let a (t) be of bounded
variation, and https://www. w3. org/1998/Math/MathML"> g∈ C 2 Ω¯× ℝ N; ℝ N. https://s3 …

This paper is a survey of recent mathematical results concerning flows of viscoelastic fluids
which obey a constitutive law of differential type: initial boundary value problem, steady …

Publisher Summary This chapter describes the way a general macroscopic viscoelastic fluid
model can be reformulated, in terms of the conformation tensor, as a Riccati differential …

Global Existence of Solutions for Shear Flow of Certain Viscoelastic Fluids | SpringerLink Skip
to main content Advertisement SpringerLink Log in Menu Find a journal Publish with us Search …

Non-Newtonian flows and their numerical simulations have generated an abundant
literature, as well as many publications and references to which can be found in this …

In recent years, object Petri net technology, the combination of Petri nets and object
technology, has been paid widely attention to and become one of the main methods in …