Raimondo Penta (0000-0003-1202-8775)

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Biography

My broad scientific interests span several disciplines, including multi-scale approximations and expansions, poroelasticity and porous media flow, theoretical and applied fluid dynamics, mechanics of deformable solids. I develop my research across the interface between continuum mechanics and mathematical biology and I am particularly interested in the application of (continuum) mathematical models to biological scenarios, such as cancer biology, elastic composites and bone. My main area of expertise is asymptotic homogenisation and its application to real-world (biological) problems of practical interest. I am associated with the group Continuum Mechanics - Modelling and Analysis of Material Systems. https://www.gla.ac.uk/schools/mathematicsstatistics/staff/raimondopenta/

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University of Glasgow: Glasgow, GB

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Raimondo Penta

https://orcid.org/0000-0003-1202-8775

Personal information

Biography

Activities

Employment (2)

University of Glasgow: Glasgow, GB

University of Glasgow: Glasgow, GB

Works (47)

Homogenization of a coupled electrical and mechanical bidomain model for the myocardium

In recognition of the 80th birthday of Ray Ogden

Multiscale homogenization for dual porosity time-dependent Darcy–Brinkman/Darcy coupling and its application to the lymph node

Effective double-poroelasticity derived via homogenization of two non-interacting solid phases percolated by a viscous fluid

Homogenization of solute transport in double porosity materials

Homogenised governing equations for pre-stressed poroelastic composites

Effective governing equations for dual porosity Darcy–Brinkman systems subjected to inhomogeneous body forces and their application to the lymph node

Effective Governing Equations for Viscoelastic Composites

Investigating the effects of microstructural changes induced by myocardial infarction on the elastic parameters of the heart

Effective Properties of Homogenised Nonlinear Viscoelastic Composites

Micromechanical analysis of the effective stiffness of poroelastic composites

Optimal heat transport induced by magnetic nanoparticle delivery in vascularised tumours

Nonlinear indentation of second-order hyperelastic materials

Double poroelasticity derived from the microstructure

Effective behavior of long and short fiber-reinforced viscoelastic composites

Effective balance equations for electrostrictive composites

The role of microscale solid matrix compressibility on the mechanical behaviour of poroelastic materials

A hierarchical asymptotic homogenization approach for viscoelastic composites

Effective balance equations for poroelastic composites

Multiscale homogenization for linear mechanics

Porosity and diffusion in biological tissues. Recent advances and further perspectives

Effective properties of hierarchical fiber-reinforced composites via a three-scale asymptotic homogenization approach

Macroscopic thermal profile of heterogeneous cancerous breasts. A three-dimensional multiscale analysis

An approach for modeling non-ageing linear viscoelastic composites with general periodicity

Homogenized out-of-plane shear response three-scale fiber-reinforced composites

The role of porosity and solid matrix compressibility on the mechanical behavior of poroelastic tissues

An introduction to asymptotic homogenization

An asymptotic homogenization approach to the microstructural evolution of heterogeneous media

Self-influenced growth through evolving material inhomogeneities

Mathematical modeling of the interplay between stress and anisotropic growth of avascular tumors

Effective balance equations for elastic composites subject to inhomogeneous potentials

Three scales asymptotic homogenization and its application to layered hierarchical hard tissues

Connection between electrical conductivity and diffusion coefficient of a conductive porous material filled with electrolyte

Homogenized modeling for vascularized poroelastic materials

The influence of anisotropic growth and geometry on the stress of solid tumors

The role of the microvascular network structure on diffusion and consumption of anticancer drugs

The role of malignant tissue on the thermal distribution of cancerous breast

The asymptotic homogenization elasticity tensor properties for composites with material discontinuities

Can a continuous mineral foam explain the stiffening of aged bone tissue? A micromechanical approach to mineral fusion in musculoskeletal tissues

The role of microvascular tortuosity in tumor transport phenomena and future perspective for drug delivery

The role of the angiogenic network structure on diffusion and consumption of anticancer drugs

Investigation of the potential of asymptotic homogenization for elastic composites via a three-dimensional computational study

Multiscale homogenization for fluid and drug transport in vascularized malignant tissues

The role of the microvascular tortuosity in tumor transport phenomena

Poro-elastic modeling for biological tissues and human eye: recent advances and future perspectives

Biomechanical modelling in nanomedicine: multiscale approaches and future challenges

Effective governing equations for poroelastic growing media