A linear morphological stability analysis of a planar interface in interface reaction-controlled growth is presented. We allow the mobility of the interface to be a function of the elastic stress, and nd that the stress dependent mobility can be either stabilizing or destabilizing. We nd that a stress dependent mobility can be the dominant factor leading to instability at small stresses. The predictions are compared to the recent experiments by Barvosa-Carter et al. In agreement with their conclusions, we find that the experiments were performed in a parameter range where the stress dependent mobility is the dominant cause of instability. The prediction of the critical wavenumber for and amplification rate of the instability is consistent...
At every turn in nature we are confronted with complex patterns. Patterns often formed in multiphase...
Many natural and engineering phenomena including cancer cell growth, solidification, and crack propa...
We propose a model based on a Ginzburg-Landau approach to study a strain relief mechanism at a free ...
AbstractThe morphological evolution of strained films is of technological importance to microelectro...
Interfaces in tissues are ubiquitous, both between tissue and environment as well as between populat...
The morphological stability and evolution of solids and films depend upon the forces to which the ma...
This study concerns with the evolution of morphological patterns that often arise on the interface o...
We report a new stress-induced kinetically driven morphological instability for driven systems. The ...
Non-equilibrium interface kinetics are driven by a chemical potential which sensitively depends on t...
International audienceNon-planar solid-fluid-solid interfaces under stress are very common in many i...
International audienceNon-planar solid-fluid-solid interfaces under stress are very common in many m...
Non-planar solid-fluid-solid interfaces under stress are very common in many industrial and natural ...
Motivated by studies suggesting that the patterns exhibited by the collectively expanding fronts of ...
Consider a binary substitutional solid solution not in equilibrium with a fluid rich in either solid...
International audienceInterfaces between contacting rocks of the Earth's crust are shown to be unsta...
At every turn in nature we are confronted with complex patterns. Patterns often formed in multiphase...
Many natural and engineering phenomena including cancer cell growth, solidification, and crack propa...
We propose a model based on a Ginzburg-Landau approach to study a strain relief mechanism at a free ...
AbstractThe morphological evolution of strained films is of technological importance to microelectro...
Interfaces in tissues are ubiquitous, both between tissue and environment as well as between populat...
The morphological stability and evolution of solids and films depend upon the forces to which the ma...
This study concerns with the evolution of morphological patterns that often arise on the interface o...
We report a new stress-induced kinetically driven morphological instability for driven systems. The ...
Non-equilibrium interface kinetics are driven by a chemical potential which sensitively depends on t...
International audienceNon-planar solid-fluid-solid interfaces under stress are very common in many i...
International audienceNon-planar solid-fluid-solid interfaces under stress are very common in many m...
Non-planar solid-fluid-solid interfaces under stress are very common in many industrial and natural ...
Motivated by studies suggesting that the patterns exhibited by the collectively expanding fronts of ...
Consider a binary substitutional solid solution not in equilibrium with a fluid rich in either solid...
International audienceInterfaces between contacting rocks of the Earth's crust are shown to be unsta...
At every turn in nature we are confronted with complex patterns. Patterns often formed in multiphase...
Many natural and engineering phenomena including cancer cell growth, solidification, and crack propa...
We propose a model based on a Ginzburg-Landau approach to study a strain relief mechanism at a free ...