We investigate the influence of the material in homogeneities that are generated by an isotropic growth on the source of mass acting within a growing living tissue. In order to do that, we need to study the interaction between these material in homogeneities and the chemical agents dissolved within the tissue. For this purpose, we use some ideas and methods from Condensed Matter Physics (e.g., the Path Integral technique employed in modeling Brownian processes) and apply them to the Continuum Mechanics description of volumetric Growth. We believe that this approach may provide new physical insight into the interactions between the macroscopic dynamics of living systems and the evolution of the subsystems which activate biological processes
In this paper, a novel physically-motivated anisotropic model for growth driven by nutrient diffusio...
In this paper, a novel physically-motivated anisotropic model for growth driven by nutrient diffusio...
In this paper, a novel physically-motivated anisotropic model for growth driven by nutrient diffusio...
We investigate the influence of the material in homogeneities that are generated by an isotropic gro...
We investigate the influence of the material inhomogeneities that are generated by anisotropic growt...
We reformulate a model of avascular tumour growth in which the tumour tissue is studied as a biphasi...
We consider a biological tissue that can be macroscopically modelled as a biphasic mixture composed ...
Growth in biological tissue depends upon cascades of complex biochemical reactions in-volving severa...
We reformulate a model of avascular tumour growth in which the tumour tissue is studied as a biphasi...
The emergence of shapes in living matter is the final result of a series of complex interactions rel...
In this paper, we consider the derivation of macroscopic equations appropriate to describe the growt...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Mechanical Engineering, 2019Cat...
A multiscale analysis integrating biomechanics and mechanobiology is today required for deciphering ...
International audienceA multiscale analysis integrating biomechanics and mechanobiology is today req...
The detailed understanding of growth and transport dynamics within biological tissue is made particu...
In this paper, a novel physically-motivated anisotropic model for growth driven by nutrient diffusio...
In this paper, a novel physically-motivated anisotropic model for growth driven by nutrient diffusio...
In this paper, a novel physically-motivated anisotropic model for growth driven by nutrient diffusio...
We investigate the influence of the material in homogeneities that are generated by an isotropic gro...
We investigate the influence of the material inhomogeneities that are generated by anisotropic growt...
We reformulate a model of avascular tumour growth in which the tumour tissue is studied as a biphasi...
We consider a biological tissue that can be macroscopically modelled as a biphasic mixture composed ...
Growth in biological tissue depends upon cascades of complex biochemical reactions in-volving severa...
We reformulate a model of avascular tumour growth in which the tumour tissue is studied as a biphasi...
The emergence of shapes in living matter is the final result of a series of complex interactions rel...
In this paper, we consider the derivation of macroscopic equations appropriate to describe the growt...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Mechanical Engineering, 2019Cat...
A multiscale analysis integrating biomechanics and mechanobiology is today required for deciphering ...
International audienceA multiscale analysis integrating biomechanics and mechanobiology is today req...
The detailed understanding of growth and transport dynamics within biological tissue is made particu...
In this paper, a novel physically-motivated anisotropic model for growth driven by nutrient diffusio...
In this paper, a novel physically-motivated anisotropic model for growth driven by nutrient diffusio...
In this paper, a novel physically-motivated anisotropic model for growth driven by nutrient diffusio...