The equilibrium shape of a critical nucleus has strong impact on important parameters of nucleation theory, such as nucleation rate. While on the flat substrate the growing nucleus has a shape of a spherical cap, a shape of a nucleus on a strongly curved surface of nanofiber is more complex. In the present paper we propose a simple model to estimate the deviation of the shape of the critical nucleus from the spherical one. It is shown, that the nucleus extends more in the direction of the axis of the nanofiber than in perpendicular direction, and the deviation from spherical shape is stronger in case of well wettable surfaces
For a spherical-cap nucleus to become a “transformation nucleus”, the linear dimension (d) of the fl...
Using the mean-field diffuse-interface model for liquid-vapor system and employing the numerical str...
Based on the exact equilibrium shapes of nuclei at a grain boundary in the presence of a facet at on...
The equilibrium shape of a critical nucleus has strong impact on important parameters of nucleation ...
Approximate equilibrium shape of a liquid nucleus on a nanofiber was determined by minimalization of...
The characteristics of heterogeneous nucleation on concave spherical surfaces were analysed using a ...
The conditions for the equilibrium shape of a second-phase particle nucleating either on a spherical...
The process of homogeneous bubble nucleation is almost impossible to probe experimentally, except ne...
The process of homogeneous bubble nucleation is almost impossible to probe experimentally, except ne...
Nucleation is the initial phase transition process when nuclei of a new phase form within an underco...
<p>A) Cell nuclei size differs significantly between cells cultured on different substrates. B) The ...
International audienceThe shape assumed by a slender elastic structure is a function both of the geo...
Fletcher's spherical substrate model [J. Chem. Phys. 29, 572 (1958)] is a basic model for under...
Nucleation and growth is the dominant relaxation mechanism driving first-order phase transitions. In...
Fletcher's spherical substrate model [J. Chem. Phys. 29, 572 (1958)] is a basic model for understand...
For a spherical-cap nucleus to become a “transformation nucleus”, the linear dimension (d) of the fl...
Using the mean-field diffuse-interface model for liquid-vapor system and employing the numerical str...
Based on the exact equilibrium shapes of nuclei at a grain boundary in the presence of a facet at on...
The equilibrium shape of a critical nucleus has strong impact on important parameters of nucleation ...
Approximate equilibrium shape of a liquid nucleus on a nanofiber was determined by minimalization of...
The characteristics of heterogeneous nucleation on concave spherical surfaces were analysed using a ...
The conditions for the equilibrium shape of a second-phase particle nucleating either on a spherical...
The process of homogeneous bubble nucleation is almost impossible to probe experimentally, except ne...
The process of homogeneous bubble nucleation is almost impossible to probe experimentally, except ne...
Nucleation is the initial phase transition process when nuclei of a new phase form within an underco...
<p>A) Cell nuclei size differs significantly between cells cultured on different substrates. B) The ...
International audienceThe shape assumed by a slender elastic structure is a function both of the geo...
Fletcher's spherical substrate model [J. Chem. Phys. 29, 572 (1958)] is a basic model for under...
Nucleation and growth is the dominant relaxation mechanism driving first-order phase transitions. In...
Fletcher's spherical substrate model [J. Chem. Phys. 29, 572 (1958)] is a basic model for understand...
For a spherical-cap nucleus to become a “transformation nucleus”, the linear dimension (d) of the fl...
Using the mean-field diffuse-interface model for liquid-vapor system and employing the numerical str...
Based on the exact equilibrium shapes of nuclei at a grain boundary in the presence of a facet at on...