Published under licence in Journal of Physics: Conference Series by IOP Publishing Ltd. Content from this work may be used under the terms of the Creative Commons Attribution 3.0 licence. Any further distribution of this work must maintain attribution to the author(s) and the title of the work, journal citation and DOI.A conservative level-set model for direct simulation of two-phase flows with thermocapillary effects at dynamically deformable interface is presented. The Navier-Stokes equations coupled with the energy conservation equation are solved by means of a finite-volume/level-set method. Some numerical examples including thermocapillary motion of single and multiple fluid particles are computed by means of the present method. The re...
The subject of this thesis is the computation of bubbly flows. Bubbly flows occur for example in che...
A one-field model is derived from the sharp interface continuum mechanical balances for two-phase ev...
A volume-amending method is developed both to keep the level set function as an algebraic distance f...
Published under licence in Journal of Physics: Conference Series by IOP Publishing Ltd. Content fro...
A new level-set model is proposed for simulating immiscible thermocapillary flows with variable flui...
A level-set model is proposed for simulating interfacial heat or mass transfer in two-phase flows. Th...
The multiple markers unstructured conservative level-set method for two-phase flow with variable sur...
This paper describes a finite-difference computational method suitable for the simulation of vapor–l...
An improved level set approach for computing the incompressible two-phase flow with significantly de...
A level-set model is presented for simulating mass transfer or heat transfer in two-phase flows. The...
In this thesis, a code framework is created to allow further insight into thermocapillary driven flo...
In this dissertation, we present numerical schemes in simulating immiscible two-phase flow problems....
International audienceIn this paper, we present a high fidelity conservative and adaptive level-set ...
An improved level set approach for computing the incompressible two-phase flow with significantly de...
A general formula for the second-order projection method combined with the level set method is devel...
The subject of this thesis is the computation of bubbly flows. Bubbly flows occur for example in che...
A one-field model is derived from the sharp interface continuum mechanical balances for two-phase ev...
A volume-amending method is developed both to keep the level set function as an algebraic distance f...
Published under licence in Journal of Physics: Conference Series by IOP Publishing Ltd. Content fro...
A new level-set model is proposed for simulating immiscible thermocapillary flows with variable flui...
A level-set model is proposed for simulating interfacial heat or mass transfer in two-phase flows. Th...
The multiple markers unstructured conservative level-set method for two-phase flow with variable sur...
This paper describes a finite-difference computational method suitable for the simulation of vapor–l...
An improved level set approach for computing the incompressible two-phase flow with significantly de...
A level-set model is presented for simulating mass transfer or heat transfer in two-phase flows. The...
In this thesis, a code framework is created to allow further insight into thermocapillary driven flo...
In this dissertation, we present numerical schemes in simulating immiscible two-phase flow problems....
International audienceIn this paper, we present a high fidelity conservative and adaptive level-set ...
An improved level set approach for computing the incompressible two-phase flow with significantly de...
A general formula for the second-order projection method combined with the level set method is devel...
The subject of this thesis is the computation of bubbly flows. Bubbly flows occur for example in che...
A one-field model is derived from the sharp interface continuum mechanical balances for two-phase ev...
A volume-amending method is developed both to keep the level set function as an algebraic distance f...