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The scheme is based on the lattice Boltzmann method and uses the level set method to compute the evolution of the interface.
Here we develop an algorithm that uses the level set method to move the cell boundary and uses information stored in the distance map to construct a finite volume representation of the cell.
Our method, based on the model proposed in (Jin et al., 1997, J. Mater. Res. 14, 3829), uses the level set equation of Eulerian formulation coupled with a boundary value problem of the Laplace equation.
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The simulation tracks the shape of the bar using the level set method.
The movement of the bubble is simulated using the level set method.
The simulation was carried out using the level set method incorporating thin film growth.
Diffused interfaces are constructed from these tracked phase boundaries using the level set functions.
We use the level set method on quadtree of Min and Gibou [C.
The shape of this boundary and its evolution is described using the level set approach.
We maintain our interface using the level set method or, when more appropriate, the particle level set method.
The idea is to compute the related flow map using the Level Set Method and the Liouville equation.
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