Using fractional derivatives for improved viscoelastic modeling of textile composites. Part I: Fabric yarns

A new collection of real world applications of fractional calculus in science and engineering

(2018) HongGuang Sun et al.   Communications in Nonlinear Science and Numerical Simulation

Fractional rheological models of dynamic mechanical behavior of magnetoactive elastomers in magnetic fields

(2018) T.A. Nadzharyan et al.   POLYMER

A novel fractional viscoelastic constitutive model for shape memory polymers

(2018) Zhouzhou Pan et al.   JOURNAL OF POLYMER SCIENCE PART B-POLYMER PHYSICS

Hysteresis behaviour modelling of woven composite using a collaborative elastoplastic damage model with fractional derivatives

(2016) Alina Krasnobrizha et al.   COMPOSITE STRUCTURES

Analysis of a two-way tension-shear coupling in woven fabrics under combined loading tests: Global to local transformation of non-orthogonal normalized forces and displacements

(2016) M. Haghi Kashani et al.   COMPOSITES PART A-APPLIED SCIENCE AND MANUFACTURING

Application of a fractional model for simulation of the viscoelastic functions of polymers

(2016) E. Kontou et al.   JOURNAL OF APPLIED POLYMER SCIENCE

Non-linear viscoelastic behavior of polymer melts interpreted by fractional viscoelastic model

(2016) Salvatore Di Lorenzo et al.   MECCANICA

On fractional modelling of viscoelastic mechanical systems

(2016) K.A. Lazopoulos et al.   MECHANICS RESEARCH COMMUNICATIONS

Application of Fractional Calculus Methods to Viscoelastic Response of Amorphous Shape Memory Polymers

(2015) C-Q. Fang et al.   JOURNAL OF MECHANICS

Creep, relaxation and viscosity properties for basic fractional models in rheology

(2011) F. Mainardi et al.   European Physical Journal-Special Topics

Relaxation based modeling of tunable shape recovery kinetics observed under isothermal conditions for amorphous shape-memory polymers

(2010) M. Heuchel et al.   POLYMER