| Nome |
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Influence of nucleus deformability on cell entry into cylindrical structures, file e384c42e-2ac9-d4b2-e053-9f05fe0a1d67
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435
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3D spatially resolved models of the intracellular dynamics of the Hepatitis C genome replication cycle, file e384c431-88ba-d4b2-e053-9f05fe0a1d67
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112
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Mathematical Characterisation of a Heat-Pipe by means of the Non-Isothermal Cahn-Hilliard Model, file e384c431-ad0a-d4b2-e053-9f05fe0a1d67
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96
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Influence of non-local diffusion in avascular tumour growth, file e384c432-c6e3-d4b2-e053-9f05fe0a1d67
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54
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A study of growth and remodeling in isotropic tissues, based on the Anand-Aslan-Chester theory of strain-gradient plasticity, file e384c432-0c50-d4b2-e053-9f05fe0a1d67
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53
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A three dimensional model of multicellular aggregate compression, file e384c431-cabb-d4b2-e053-9f05fe0a1d67
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51
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An elasto-plastic biphasic model of the compression of multicellular aggregates: the influence of fluid on stress and deformation, file e384c434-9718-d4b2-e053-9f05fe0a1d67
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40
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Effective properties of hierarchical fiber-reinforced composites via a three-scale asymptotic homogenization approach, file e384c432-2727-d4b2-e053-9f05fe0a1d67
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37
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Linear Elastic Composites with Statistically Oriented Spheroidal Inclusions, file e384c432-1cfe-d4b2-e053-9f05fe0a1d67
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36
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Coupling among deformation, fluid flow, structural reorganisation and fibre reorientation in fibre-reinforced, transversely isotropic biological tissues, file e384c432-00a7-d4b2-e053-9f05fe0a1d67
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31
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Preface to the Special Issue in Memory of Prof. Gaetano Giaquinta, file e384c431-e981-d4b2-e053-9f05fe0a1d67
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30
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A Cahn-Hilliard Approach to Thermodiffusion in Porous Media, file e384c431-8f1a-d4b2-e053-9f05fe0a1d67
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29
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Advanced Hepatitis C Virus Replication PDE Models within a Realistic Intracellular Geometric Environment, file e384c431-b958-d4b2-e053-9f05fe0a1d67
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28
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Anelastic reorganisation of fibre-reinforced biological tissues, file e384c431-308a-d4b2-e053-9f05fe0a1d67
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25
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Effective balance equations for electrostrictive composites, file e384c432-d426-d4b2-e053-9f05fe0a1d67
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24
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An avascular tumor growth model based on porous media mechanics and evolving natural states, file e384c432-130a-d4b2-e053-9f05fe0a1d67
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23
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Self-influenced growth through evolving material inhomogeneities, file e384c431-f039-d4b2-e053-9f05fe0a1d67
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22
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Remodelling of biological tissues with fibre recruitment and reorientation in the light of the theory of material uniformity, file e384c431-88b6-d4b2-e053-9f05fe0a1d67
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20
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Thermal distribution in cancerous breast with anisotropic properties via a semi-analytical homogenization approach, file e384c432-00ff-d4b2-e053-9f05fe0a1d67
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20
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Non-Linear Model for Compression Tests on Articular
Cartilage, file e384c432-130b-d4b2-e053-9f05fe0a1d67
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18
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Two-scale, non-local diffusion in homogenised heterogeneous media, file e384c433-198f-d4b2-e053-9f05fe0a1d67
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18
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An Allen–Cahn approach to the remodelling of fibre-reinforced anisotropic materials, file e384c432-1d89-d4b2-e053-9f05fe0a1d67
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16
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Preface: A biographical note on prof. Gaetano Giaquinta, a mentor and a friend, file e384c431-8915-d4b2-e053-9f05fe0a1d67
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15
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Homogenized out-of-plane shear response of three-scale fiber-reinforced composites, file e384c431-c7bc-d4b2-e053-9f05fe0a1d67
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15
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A generalised algorithm for anelastic processes in elastoplasticity and biomechanics, file e384c431-d385-d4b2-e053-9f05fe0a1d67
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15
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Growing avascular tumours as elasto-plastic bodies by the theory of evolving natural configurations, file e384c431-ff7c-d4b2-e053-9f05fe0a1d67
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15
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Material Description of Fluxes in Terms of Differential Forms, file e384c431-ff89-d4b2-e053-9f05fe0a1d67
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15
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ESHELBY’S INCLUSION THEORY IN LIGHT OF NOETHER’S THEOREM, file e384c431-82d0-d4b2-e053-9f05fe0a1d67
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14
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Efficient evaluation of the material response of tissues reinforced by statistically oriented fibres, file e384c431-e80f-d4b2-e053-9f05fe0a1d67
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14
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An asymptotic homogenization approach to the microstructural evolution of heterogeneous media, file e384c432-00a8-d4b2-e053-9f05fe0a1d67
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14
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Poro-mechanical analysis of a biomimetic scaffold for osteochondral defects, file e384c432-abc4-d4b2-e053-9f05fe0a1d67
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14
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Erratum to: A poroplastic model of structural reorganisation in porous media of biomechanical interest, file e384c431-e982-d4b2-e053-9f05fe0a1d67
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13
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The linear elasticity tensor of incompressibile materials, file e384c431-ef1d-d4b2-e053-9f05fe0a1d67
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13
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Non-Darcian flow in fibre-reinforced biological tissues, file e384c432-00ab-d4b2-e053-9f05fe0a1d67
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12
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The spherical design algorithm in the numerical simulation of biological tissues with statistical fibre-reinforcement, file e384c432-126b-d4b2-e053-9f05fe0a1d67
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11
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Three scales asymptotic homogenization and its application to layered hierarchical hard tissues, file e384c431-adaa-d4b2-e053-9f05fe0a1d67
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10
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Growth and remodelling from the perspective of Noether’s theorem, file e384c432-0c51-d4b2-e053-9f05fe0a1d67
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10
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Erratum to: “Elasticity and permeability of porous fibre-reinforced materials under large deformations [Mech. Mater., 44, 58–71, 2012]”, file e384c432-0c65-d4b2-e053-9f05fe0a1d67
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10
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Correction to: Material description of fluxes in terms of differential forms, file e384c432-20cd-d4b2-e053-9f05fe0a1d67
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10
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Oblique Wrinkles, file e384c432-24e8-d4b2-e053-9f05fe0a1d67
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10
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A three dimensional model of multicellular aggregate compression, file e384c431-5a77-d4b2-e053-9f05fe0a1d67
|
9
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ESHELBY’S INCLUSION THEORY IN LIGHT OF NOETHER’S THEOREM, file e384c431-8085-d4b2-e053-9f05fe0a1d67
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9
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A poroplastic model of structural reorganisation in porous media of biomechanical interest, file e384c431-e024-d4b2-e053-9f05fe0a1d67
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9
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Fluorescence recovery after photobleaching: direct measurement of diffusion anisotropy, file e384c432-deac-d4b2-e053-9f05fe0a1d67
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9
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Anelastic reorganisation of fibre-reinforced biological tissues, file e384c431-24e3-d4b2-e053-9f05fe0a1d67
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8
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A Cahn-Hilliard Approach to Thermodiffusion in Porous Media, file e384c431-8f20-d4b2-e053-9f05fe0a1d67
|
8
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Preface to the Special Issue in Memory of Prof. Gaetano Giaquinta, file e384c431-c214-d4b2-e053-9f05fe0a1d67
|
7
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Growth and remodelling from the perspective of Noether’s theorem, file e384c431-8095-d4b2-e053-9f05fe0a1d67
|
6
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Non-Linear Model for Compression Tests on Articular
Cartilage, file e384c431-b148-d4b2-e053-9f05fe0a1d67
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6
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Foreword to the Special Issue in honour of Prof. Luigi Preziosi “Nonlinear mechanics: The driving force of modern applied and industrial mathematics”, file 9de22c0b-fe77-4352-9086-3e375309ac9a
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5
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Pore-scale simulations of particle transport for groundwater remediation: the effect of gravitational settling, file e384c42f-e9c9-d4b2-e053-9f05fe0a1d67
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5
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Linear Elastic Composites with Statistically Oriented Spheroidal Inclusions, file e384c431-8624-d4b2-e053-9f05fe0a1d67
|
5
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An avascular tumor growth model based on porous media mechanics and evolving natural states, file e384c431-8911-d4b2-e053-9f05fe0a1d67
|
5
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|
Correction to: Material description of fluxes in terms of differential forms, file e384c431-d692-d4b2-e053-9f05fe0a1d67
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5
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Remodelling in statistically oriented fibre-reinforced materials and biological tissues, file e384c432-1597-d4b2-e053-9f05fe0a1d67
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5
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Reconciling Kozlov’s vakonomic method with the traditional non-holonomic method: solution of two benchmark problems, file acc861f7-bf1c-4f31-92e1-c21033f24f29
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4
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|
Oblique Wrinkles, file e384c431-8623-d4b2-e053-9f05fe0a1d67
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4
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Growing avascular tumours as elasto-plastic bodies by the theory of evolving natural configurations, file e384c431-ae5f-d4b2-e053-9f05fe0a1d67
|
4
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Effective properties of hierarchical fiber-reinforced composites via a three-scale asymptotic homogenization approach, file e384c431-c20e-d4b2-e053-9f05fe0a1d67
|
4
|
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Coupling among deformation, fluid flow, structural reorganisation and fibre reorientation in fibre-reinforced, transversely isotropic biological tissues, file e384c431-c215-d4b2-e053-9f05fe0a1d67
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4
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Comparison between different viewpoints on bulk growth mechanics, file 034db937-30d5-40fb-b39c-24f776a1e8e5
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3
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Addendum to "A formulation of volumetric growth as a mechanical problem subjected to non-holonomic and rheonomic constraint", file 4b2a6fdc-ee83-458b-8bb7-75c9e59b76b4
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3
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Material Description of Fluxes in Terms of Differential Forms, file e384c431-ad0b-d4b2-e053-9f05fe0a1d67
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3
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|
A poroplastic model of structural reorganisation in porous media of biomechanical interest, file e384c431-b79b-d4b2-e053-9f05fe0a1d67
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3
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An asymptotic homogenization approach to the microstructural evolution of heterogeneous media, file e384c431-c217-d4b2-e053-9f05fe0a1d67
|
3
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Microstructural Computational Modelling of Soft Tissues, file e384c432-1f78-d4b2-e053-9f05fe0a1d67
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3
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Editorial, file e384c432-2884-d4b2-e053-9f05fe0a1d67
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3
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Homogenised governing equations for pre-stressed poroelastic composites, file fc3f0ec6-161c-4844-a3df-7f66c6e7fa1e
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3
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An efficient algorithm for biomechanical problems based on a fully implicit nested Newton solver, file 5cde6317-7edf-4cca-b952-bcd7366c20e3
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2
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Reconciling Kozlov’s vakonomic method with the traditional non-holonomic method: solution of two benchmark problems, file 77f1ffc7-b09d-47ec-9565-c628c631198e
|
2
|
|
A study of growth and remodeling in isotropic tissues, based on the Anand-Aslan-Chester theory of strain-gradient plasticity, file e384c431-808f-d4b2-e053-9f05fe0a1d67
|
2
|
|
The spherical design algorithm in the numerical simulation of biological tissues with statistical fibre-reinforcement, file e384c431-88bb-d4b2-e053-9f05fe0a1d67
|
2
|
|
Efficient evaluation of the material response of tissues reinforced by statistically oriented fibres, file e384c431-88c0-d4b2-e053-9f05fe0a1d67
|
2
|
|
Non-Darcian flow in fibre-reinforced biological tissues, file e384c431-a40a-d4b2-e053-9f05fe0a1d67
|
2
|
|
A generalised algorithm for anelastic processes in elastoplasticity and biomechanics, file e384c431-ae6c-d4b2-e053-9f05fe0a1d67
|
2
|
|
The linear elasticity tensor of incompressibile materials, file e384c431-b144-d4b2-e053-9f05fe0a1d67
|
2
|
|
Self-influenced growth through evolving material inhomogeneities, file e384c431-c218-d4b2-e053-9f05fe0a1d67
|
2
|
|
Correction to: Editorial, file e384c431-d691-d4b2-e053-9f05fe0a1d67
|
2
|
|
Microstructural Computational Modelling of Soft Tissues, file e384c432-1f79-d4b2-e053-9f05fe0a1d67
|
2
|
|
Influence of non-local diffusion in avascular tumour growth, file e384c432-db02-d4b2-e053-9f05fe0a1d67
|
2
|
|
A formulation of volumetric growth as a mechanical problem subjected to non-holonomic and rheonomic constraint, file 1d5925e6-5ed2-4ed7-ba1b-02d989fbb272
|
1
|
|
Foreword to the Special Issue in honour of Prof. Luigi Preziosi “Nonlinear mechanics: The driving force of modern applied and industrial mathematics”, file 84d60e62-510d-4368-8970-c33491587678
|
1
|
|
Addendum to "A formulation of volumetric growth as a mechanical problem subjected to non-holonomic and rheonomic constraint", file 8a636bb5-de07-460c-9ac2-381d455249e9
|
1
|
|
Raman Fingerprints of SARS-CoV‑2 Omicron Subvariants: Molecular Roots of Virological Characteristics and Evolutionary Directions, file 915dc0bd-bd4f-4bdd-b6c9-ce8ba05b3d64
|
1
|
|
An a posteriori approach to the mechanics of volumetric growth, file 947de281-ecc7-4b83-8a91-6f34c4ceb345
|
1
|
|
Effective properties of fractional viscoelastic composites via two-scale asymptotic homogenization, file b19fa692-618f-48e6-b4d8-1da209fe288e
|
1
|
|
A formulation of volumetric growth as a mechanical problem subjected to non-holonomic and rheonomic constraint, file ddae3af5-0417-48ad-b8bd-e75d15b6e4b4
|
1
|
|
An Allen–Cahn approach to the remodelling of fibre-reinforced anisotropic materials, file e384c431-8097-d4b2-e053-9f05fe0a1d67
|
1
|
|
Remodelling of biological tissues with fibre recruitment and reorientation in the light of the theory of material uniformity, file e384c431-8f1f-d4b2-e053-9f05fe0a1d67
|
1
|
|
Porosity and Diffusion in Biological Tissues. Recent Advances and Further Perspectives, file e384c431-94a5-d4b2-e053-9f05fe0a1d67
|
1
|
|
Remodelling in statistically oriented fibre-reinforced materials and biological tissues, file e384c431-b146-d4b2-e053-9f05fe0a1d67
|
1
|
|
Erratum to: A poroplastic model of structural reorganisation in porous media of biomechanical interest, file e384c431-d693-d4b2-e053-9f05fe0a1d67
|
1
|
|
Erratum to: “Elasticity and permeability of porous fibre-reinforced materials under large deformations [Mech. Mater., 44, 58–71, 2012]”, file e384c431-e029-d4b2-e053-9f05fe0a1d67
|
1
|
|
Fluorescence recovery after photobleaching: direct measurement of diffusion anisotropy, file e384c432-955f-d4b2-e053-9f05fe0a1d67
|
1
|
| Totale |
1.631 |
Archivio Istituzionale della Ricerca