Abstract: The numerical simulation of the two-phase flows of the viscous incompressible fluid without the mixing with the moving interface is based on the finite superelements method (FSEM). The position of the phase boundary is achieved by the level set method. The level function satisfies the equation of transfer, has the zero level on the interface and values in the fields of different phases opposite on the sign, which makes it possible to describe a change of the interface position. The calculations of two-phase flow in the flat duct and in the channel over a backward-facing step are made.Note: Research direction:Mathematical problems and theory of numerical method
We discuss numerical problems and solution methods for interface problems, mostly stemming from two-...
This thesis concerns numerical techniques for two phase flowsimulations; the two phases are immiscib...
A numerical method for the simulation of three-dimensional incompressible two-phase flows is present...
In this dissertation, we present numerical schemes in simulating immiscible two-phase flow problems....
This paper is concerned with numerical methods for two-phase incompressible flows assuming a sharp i...
The conservative level-set method for capturing the interface between two fluids is combined with a ...
The conservative level-set method for capturing the interface between two fluids is combined with a ...
This thesis considers in the first part the mathematical modelling of incompressible two-phase flow,...
A numerical method is developed for simulating two-phase flows with moving inter-phase boundaries, w...
A numerical method is developed for simulating two-phase flows with moving inter-phase boundaries, w...
Moving interfaces occur in many scientific and engineering problems. For example, in combustion prob...
Moving interfaces occur in many scientific and engineering problems. For example, in combustion prob...
This paper presents a methodology for simulation of two-phase flows with surface tension in the fram...
The subject of this thesis is the development of an accurate, general and robust numerical method ca...
This paper presents a methodology for simulation of two-phase flows with surface tension in the fram...
We discuss numerical problems and solution methods for interface problems, mostly stemming from two-...
This thesis concerns numerical techniques for two phase flowsimulations; the two phases are immiscib...
A numerical method for the simulation of three-dimensional incompressible two-phase flows is present...
In this dissertation, we present numerical schemes in simulating immiscible two-phase flow problems....
This paper is concerned with numerical methods for two-phase incompressible flows assuming a sharp i...
The conservative level-set method for capturing the interface between two fluids is combined with a ...
The conservative level-set method for capturing the interface between two fluids is combined with a ...
This thesis considers in the first part the mathematical modelling of incompressible two-phase flow,...
A numerical method is developed for simulating two-phase flows with moving inter-phase boundaries, w...
A numerical method is developed for simulating two-phase flows with moving inter-phase boundaries, w...
Moving interfaces occur in many scientific and engineering problems. For example, in combustion prob...
Moving interfaces occur in many scientific and engineering problems. For example, in combustion prob...
This paper presents a methodology for simulation of two-phase flows with surface tension in the fram...
The subject of this thesis is the development of an accurate, general and robust numerical method ca...
This paper presents a methodology for simulation of two-phase flows with surface tension in the fram...
We discuss numerical problems and solution methods for interface problems, mostly stemming from two-...
This thesis concerns numerical techniques for two phase flowsimulations; the two phases are immiscib...
A numerical method for the simulation of three-dimensional incompressible two-phase flows is present...