J. Murphy

发表

Rivlin's legacy in continuum mechanics and applied mathematics

M. Destrade, G. Saccomandi, J. Murphy, 2019, Philosophical Transactions of the Royal Society A.

Title Rivlin ' s legacy in continuum mechanics and appliedmathematics

M. Destrade, Jeremiah G Murphy, G. Saccomandi, 2019 .

Invariance of the Equilibrium Equations of Finite Elasticity for Compressible Materials

C. Horgan, Jeremiah G. Murphy, J. Murphy, 2004 .

Simple shear is not so simple

M. Destrade, G. Saccomandi, Jeremiah G. Murphy, 2012, 1302.2411.

Simple Shearing of Incompressible and Slightly Compressible Isotropic Nonlinearly Elastic Materials

C. Horgan, Jeremiah G. Murphy, J. Murphy, 2010 .

A method to model simple tension experiments using finite elasticity theory with an application to some polyurethane foams

G. Rogerson, J. Murphy, 2002 .

Sex- and age-specific mechanical properties of liver tissue under dynamic loading conditions.

M. Gilchrist, D. MacManus, B. Pierrat, 2019, Journal of the mechanical behavior of biomedical materials.

Differences in tension and compression in the nonlinearly elastic bending of beams

M. Destrade, B. Rashid, Jeremiah G. Murphy, 2009, 1303.1901.

The Unexpected Kinematics of Simple Extension and Contraction of Incompressible Materials

C. Horgan, J. Murphy, 2020, Journal of Elasticity.

Fiber orientation effects in simple shearing of fibrous soft tissues.

C. Horgan, Jeremiah G Murphy, J. Murphy, 2017, Journal of biomechanics.

Extension or Compression Induced Twisting in Fiber-Reinforced Nonlinearly Elastic Circular Cylinders

C. Horgan, Jeremiah G Murphy, J. Murphy, 2016 .

Extension or Compression Induced Twisting in Fiber-Reinforced Nonlinearly Elastic Circular Cylinders

C. Horgan, J. Murphy, 2016, Journal of Elasticity.

Exploitation of the linear theory in the non-linear modelling of soft tissue

G. Saccomandi, J. Murphy, 2015 .

Reverse Poynting Effects in the Torsion of Soft Biomaterials

Cornelius O. Horgan, C. Horgan, Jeremiah G. Murphy, 2015 .

Reverse Poynting Effects in the Torsion of Soft Biomaterials

C. Horgan, J. Murphy, 2014, Journal of Elasticity.

Extension and torsion of incompressible non-linearly elastic solid circular cylinders

C. Horgan, Jeremiah G. Murphy, J. Murphy, 2011 .

Nonmonotonic cavity growth in finite, compressible elasticity

S. Biwa, Jeremiah G. Murphy, J. Murphy, 1997 .

Generalisations of the strain-energy function of linear elasticity to model biological soft tissue

M. Gilchrist, B. Rashid, J. Murphy, 2012 .

A generalization of Hencky’s strain-energy density to model the large deformations of slightly compressible solid rubbers

C. Horgan, Jeremiah G. Murphy, J. Murphy, 2009 .

Linear Isotropic Relations in Finite Hyperelasticity: Some General Results

J. Murphy, 2007 .

On the Modeling of Extension-Torsion Experimental Data for Transversely Isotropic Biological Soft Tissues

C. Horgan, Jeremiah G. Murphy, J. Murphy, 2012 .

Finite extension and torsion of fiber-reinforced non-linearly elastic circular cylinders

C. Horgan, J. Murphy, 2012 .

Torsion of Incompressible Fiber-Reinforced Nonlinearly Elastic Circular Cylinders

C. Horgan, J. Murphy, 2011 .

Bimodular rubber buckles early in bending

M. Gilchrist, M. Destrade, J. Motherway, 2010, 1301.5437.

Transversely isotropic biological, soft tissue must be modelled using both anisotropic invariants

Jeremiah G Murphy, Jeremiah G. Murphy, J. Murphy, 2013 .

Region and species dependent mechanical properties of adolescent and young adult brain tissue

M. Gilchrist, D. MacManus, B. Pierrat, 2017, Scientific Reports.

A viscoelastic analysis of the P56 mouse brain under large-deformation dynamic indentation.

M. Gilchrist, D. MacManus, B. Pierrat, 2017, Acta biomaterialia.

Mechanical characterization of the P56 mouse brain under large-deformation dynamic indentation

M. Gilchrist, D. MacManus, B. Pierrat, 2016, Scientific Reports.

An inverted Rivlin-type universal relation for simple shear

G. Saccomandi, Jeremiah G. Murphy, Eduardo Vitral, 2022, International Journal of Non-Linear Mechanics.

Uniform transmural strain in pre-stressed arteries occurs at physiological pressure.

G. Kassab, M. Destrade, Yi Liu, 2012, Journal of theoretical biology.

Onset of Nonlinearity in the Elastic Bending of Blocks

M. Gilchrist, M. Destrade, Jeremiah G. Murphy, 2010, 1301.5989.

Two-dimensional motion in a Bell-constrained plate

G. Rogerson, K. Sandiford, J. Murphy, 2006 .

Equivalent and separable strain-energy functions in compressible, finite elasticity

J. Murphy, 2005 .

Surface waves in slightly compressible, finitely deformed elastic media

G. Rogerson, J. Murphy, 1998 .

Finite element implementation of a new model of slight compressibility for transversely isotropic materials

M D Gilchrist, B Pierrat, J G Murphy, 2016, Computer methods in biomechanics and biomedical engineering.

Protection of cortex by overlying meninges tissue during dynamic indentation of the adolescent brain.

M. Gilchrist, D. MacManus, B. Pierrat, 2017, Acta biomaterialia.

Exponents of the one-term Ogden model: insights from simple shear

C. Horgan, Jeremiah G. Murphy, J. Murphy, 2022, Philosophical Transactions of the Royal Society A.

Modelling Slight Compressibility for Hyperelastic Anisotropic Materials

G. Rogerson, J. Murphy, 2018 .

On the volumetric part of strain-energy functions used in the constitutive modeling of slightly compressible solid rubbers

Cornelius O. Horgan, C. Horgan, Jeremiah G. Murphy, 2009 .

Inflation and eversion of spherical shells of a special compressible material

J. Murphy, 1993 .

The effect of fiber-matrix interaction on the kinking instability arising in the torsion of stretched fibrous biofilaments.

C. Horgan, Jeremiah G. Murphy, J. Murphy, 2021, Journal of the mechanical behavior of biomedical materials.

Kinking Instability in the Torsion of Stretched Anisotropic Elastomeric Filaments

C. Horgan, Jeremiah G. Murphy, J. Murphy, 2016 .

Simple shearing of soft biological tissues

Cornelius O. Horgan, C. Horgan, Jeremiah G. Murphy, 2011, Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences.