Afshin Anssari-Benam

Academic, Senior Lecturer, Senior Lecturer

University of Portsmouth

United Kingdom

Research Interests

Explore related searches

Professors in United Kingdom Professors in Fluid Mechanics Fluid Mechanics professors in United Kingdom

Contact this professor

Get a free first email built on one of their papers, ready for you to edit and send yourself.

About

Afshin Anssari-Benam is a Senior Lecturer at the University of Portsmouth in the UK. His research focuses on hyperelasticity and the modeling of thermoplastic polymers, with recent contributions to understanding the mechanical behavior of soft solids and porous materials. He has published articles on a range of topics including rate-dependent mechanical behavior and constitutive modeling of polymers and biological tissues.

Articles (23)

Year:

2025

Year:

2025

Year:

2025

Year:

2025

Year:

2024

Year:

2024

Year:

2024

Year:

2024

Year:

2024

Year:

2024

Year:

2024

Year:

2024

Year:

2024

Year:

2023

Year:

2023

Year:

2023

Year:

2023

Year:

2023

Year:

2023

Year:

2022

Year:

2022

Year:

2022

Year:

2022

Collaborators (5)

Giuseppe Saccomandi

Full Professor

Università del Salento

ITALY

View details

Mokarram Hossain

Professor

Swansea University

UNITED KINGDOM

View details

Ruobing Bai

Assistant Professor of Mechanical and Industrial Engineering

Northeastern University

UNITED STATES

View details

Andrea Bucchi

Academic, Associate Head, Associate Head (Research and Innovation)

University of Portsmouth

UNITED KINGDOM

View details

Martino Pani

Academic, Lecturer, Lecturer

University of Portsmouth

UNITED KINGDOM

View details

ApplyKite TwinLearns as you apply

Make your next move.

Prepare your application

Review drafts before you send them.

Afshin Anssari-Benam

Research Interests

Explore related searches

Contact this professor

About

Articles (23)

Modelling the finite deformation of thermoplastic polymers via hyperinelasticity, Part II: An amorphous polymer with varying rubber content-, rate- and temperature-dependency

Further developments in the constitutive theory of the family of models with higher order rational approximant response functions for application to isotropic compressible soft solids

Modelling the finite deformation of thermoplastic polymers via hyperinelasticity. Part I: A semi-crystalline polymer under varying crystallinity ratios and deformation rates

Large isotropic elastic deformations: on a comprehensive model to correlate the theory and experiments for compressible rubber-like materials

A unified pseudo-elastic model of continuous and discontinuous softening in the finite deformation of isotropic soft solids

A model for capturing the rate-dependent mechanical behaviour of liquid crystal elastomers

Hyperinelasticity. Part II: A stretch-based formulation

Hyperinelasticity: An energy-based constitutive modelling approach to isothermal large inelastic deformation of polymers. Part I

Continuous Softening as a State of Hyperelasticity: Examples of Application to the Softening Behavior of the Brain Tissue

Modelling the rate-dependent mechanical behaviour of the brain tissue

Modelling the deformation of polydomain liquid crystal elastomers as a state of hyperelasticity

A generalisation of the Pucci–Saccomandi model of rubber elasticity

Generalised invariants and pseudo-universal relationships for hyperelastic materials: A new approach to constitutive modelling

A new dissipation function to model the rate-dependent mechanical behaviour of semilunar valve leaflets

A pseudo-hyperelastic model incorporating the rate effects for isotropic rubber-like materials

Comparative modelling results between a separable and a non-separable form of principal stretches–based strain energy functions for a variety of isotropic incompressible soft solids: Ogden model compared with a parent model

Continuous softening up to the onset of failure: A hyperelastic modelling approach with intrinsic softening for isotropic incompressible soft solids

A generalised $${\varvec{W}}\left({{\varvec{I}}}_{1},{{\varvec{I}}}_{2}\right)$$ strain energy function of binomial form with unified applicability across various isotropic incompressible soft solids

Large Isotropic Elastic Deformations: On a Comprehensive Model to Correlate the Theory and Experiments for Incompressible Rubber-Like Materials

Modelling the rate-dependency of the mechanical behaviour of the aortic heart valve: an experimentally guided theoretical framework

Modelling brain tissue elasticity with the Ogden model and an alternative family of constitutive models

A three-parameter structurally motivated robust constitutive model for isotropic incompressible unfilled and filled rubber-like materials

Modelling the Inflation and Elastic Instabilities of Rubber-Like Spherical and Cylindrical Shells Using a New Generalised Neo-Hookean Strain Energy Function

Collaborators (5)

Giuseppe Saccomandi

Mokarram Hossain

Ruobing Bai

Andrea Bucchi

Martino Pani

Make your next move.