no code implementations • 3 Dec 2020 • Harold Berjamin, Michel Destrade, William J. Parnell
Originating in the field of biomechanics, Fung's model of quasi-linear viscoelasticity (QLV) is one of the most popular constitutive theories employed to compute the time-dependent relationship between stress and deformation in soft solids.
Soft Condensed Matter 74D10
2 code implementations • 16 May 2019 • Artur Lewis Gower, Ian David Abrahams, William J. Parnell
To characterise wave propagation through an inhomogeneous material, the most crucial parameter is the effective wavenumber.
Classical Physics Statistical Mechanics 74J20, 45B05, 45E10, 82D30, 82D15, 78A48, 74A40
2 code implementations • 25 Oct 2018 • Artur Lewis Gower, William J. Parnell, Ian David Abrahams
In these cases a single effective wavenumber does not accurately describe wave propagation even far away from boundaries.
Classical Physics Computational Physics 74J20, 45B05, 82D30, 78A48, 74A40
2 code implementations • 13 Jan 2018 • Artur L. Gower, Robert M. Gower, Jonathan Deakin, William J. Parnell, I. David Abrahams
Across the concentration range from 1% to 20% we find that the mean backscattered wave field is sufficient to accurately determine the concentration of particles.
Computational Physics Classical Physics 78-02, 82D02 J.2
5 code implementations • 14 Dec 2017 • Artur L. Gower, Michael J. A. Smith, William J. Parnell, Ian David Abrahams
We show that the multi-species effective wavenumber is not a straightforward extension of expressions for a single species.
Classical Physics Applied Physics 78-02, 82D02
