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FFT based numerical homogenization method for porous conductive materials

Computer methods in applied mechanics and engineering, 2020-08, Vol.368, p.113160, Article 113160

2020

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Fourier transform approach to nonperiodic boundary value problems in porous conductive media

International journal for numerical methods in engineering, 2021-09, Vol.122 (18), p.4864-4885

2021

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Predicting the compressive strength of concrete from its compositions and age using the extreme gradient boosting method

Construction & building materials, 2020-11, Vol.260, p.119757, Article 119757

2020

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Fourier transform approach to homogenization of frequency-dependent heat transfer in porous media

International journal of numerical methods for heat & fluid flow, 2023-05, Vol.33 (6), p.2023-2048

2023

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Effective elastic stiffness of 2D materials containing nanovoids of arbitrary shape

International journal of engineering science, 2020-05, Vol.150, p.103234, Article 103234

2020

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Effect of void shape and highly conducting boundary on 2D conductivity of porous materials

Archive of applied mechanics (1991), 2021-11, Vol.91 (11), p.4539-4552

2021

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Predicting the electrical conductivity of brine-saturated rocks using machine learning methods

Journal of applied geophysics, 2021-01, Vol.184, p.104238, Article 104238

2021

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Study the elastic properties and the anisotropy of rocks using different machine learning methods

Geophysical Prospecting, 2020-10, Vol.68 (8), p.2557-2578

2020

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A flexible homogenization method for the effective elastic properties of cement pastes with w/c effect

Cement and concrete research, 2020-08, Vol.134, p.106106, Article 106106

2020

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A model to predict the elastic properties of gas hydrate-bearing sediments

Journal of applied geophysics, 2019-10, Vol.169, p.154-164

2019

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Collisions, adsorption and self diffusion of gas in nanometric channels by molecular dynamics and stochastic simulation and the case of helium gas in graphitic slit pore

International journal of heat and mass transfer, 2023-11, Vol.214, p.124371, Article 124371

2023

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Boundary-volume Lippmann Schwinger formulation and fast iteration schemes for numerical homogenization of conductive composites. Cases of arbitrary contrasts and Kapitza interface

Computer methods in applied mechanics and engineering, 2023-10, Vol.415, p.116221, Article 116221

2023

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Conductivity of composites with multiple polygonal aggregates, theoretical estimates and numerical solutions from polarization series

International journal of engineering science, 2018-02, Vol.123, p.109-116

2018

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Fourier Transform approach to numerical homogenization of periodic media containing sharp insulating and superconductive cracks

Computer methods in applied mechanics and engineering, 2023-01, Vol.403 (Part A), p.115710, Article 115710

2023

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On the effective transport properties of heterogeneous materials

International journal of engineering science, 2016-07, Vol.104, p.75-86

2016

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A homogenization approach for effective viscoelastic properties of porous media

Mechanics of materials, 2016-09, Vol.100, p.175-185

2016

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On the effective viscoelastic properties of a fractured rock mass

Journal of applied geophysics, 2019-10, Vol.169, p.125-133

2019

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An FFT method for the computation of thermal diffusivity of porous periodic media

Acta mechanica, 2017-09, Vol.228 (9), p.3019-3037

2017

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Effective permeability of anisotropic porous materials containing periodically or randomly distributed cracks

European journal of mechanics, A, Solids, 2020-03, Vol.80, p.103902, Article 103902

2020

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On the Inertia Effects on the Darcy Law: Numerical Implementation and Confrontation of Micromechanics-Based Approaches

Transport in porous media, 2016-01, Vol.111 (1), p.171-191

2016

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Boundary conditions for gas flow problems from anisotropic scattering kernels

Journal of mathematical physics, 2015-10, Vol.56 (10)

2015

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Viscoelastic properties of heterogeneous materials: The case of periodic media containing cuboidal inclusions

Composite structures, 2016-12, Vol.157, p.275-284

2016

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Derivation of FFT numerical bounds of the effective properties of composites and polycristals

Theoretical and applied mechanics letters, 2021-02, Vol.11 (2), p.100236, Article 100236

2021

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Properties of water confined in hydroxyapatite nanopores as derived from molecular dynamics simulations

Theoretical chemistry accounts, 2015-05, Vol.134 (5), Article 59

2015

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Melting of monatomic glass with free surfaces

The Journal of chemical physics, 2012-03, Vol.136 (10), p.104506-104506-7

2012

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FFT based numerical homogenization method for porous conductive materials

Fourier transform approach to nonperiodic boundary value problems in porous conductive media

Predicting the compressive strength of concrete from its compositions and age using the extreme gradient boosting method

Fourier transform approach to homogenization of frequency-dependent heat transfer in porous media

Effective elastic stiffness of 2D materials containing nanovoids of arbitrary shape

Effect of void shape and highly conducting boundary on 2D conductivity of porous materials

Predicting the electrical conductivity of brine-saturated rocks using machine learning methods

Study the elastic properties and the anisotropy of rocks using different machine learning methods

A flexible homogenization method for the effective elastic properties of cement pastes with w/c effect

A model to predict the elastic properties of gas hydrate-bearing sediments

Collisions, adsorption and self diffusion of gas in nanometric channels by molecular dynamics and stochastic simulation and the case of helium gas in graphitic slit pore

Boundary-volume Lippmann Schwinger formulation and fast iteration schemes for numerical homogenization of conductive composites. Cases of arbitrary contrasts and Kapitza interface

Conductivity of composites with multiple polygonal aggregates, theoretical estimates and numerical solutions from polarization series

Fourier Transform approach to numerical homogenization of periodic media containing sharp insulating and superconductive cracks

On the effective transport properties of heterogeneous materials

A homogenization approach for effective viscoelastic properties of porous media

On the effective viscoelastic properties of a fractured rock mass

An FFT method for the computation of thermal diffusivity of porous periodic media

Effective permeability of anisotropic porous materials containing periodically or randomly distributed cracks

On the Inertia Effects on the Darcy Law: Numerical Implementation and Confrontation of Micromechanics-Based Approaches

Boundary conditions for gas flow problems from anisotropic scattering kernels

Viscoelastic properties of heterogeneous materials: The case of periodic media containing cuboidal inclusions

Derivation of FFT numerical bounds of the effective properties of composites and polycristals

Properties of water confined in hydroxyapatite nanopores as derived from molecular dynamics simulations

Melting of monatomic glass with free surfaces

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