The main purpose of this dissertation is to investigate accurate and efficient numerical techniques for simulation of multi-phase/ multi-component flow and transport phenomena in porous media which are of major importance in the petroleum and environmental industries. We propose to emphasize a novel numerical methodology, which is called the multi-block algorithm. This algo-rithm is based on the decomposition of the simulation domain into multiple non-overlapping subdomains (blocks) according to the geological, geometric and physical / chemical properties. One then applies the most suitable grid, numerical scheme and physical model in each subdomain, so that the com-putational cost is reduced and accuracy is preserved. Across the interface...
In this thesis we develop a multiscale method that solves non-isothermal flow in porous media. A seq...
Flow in a multiaquifer porous system can be simulated by the so-called \u201cquasi three-dimensional...
The Mixed Multiscale Finite Element method (MMsFE) is a promising alternative to traditional upscali...
The simultaneous flow of immiscible fluids in porous media occurs in a wide variety of applications....
In this thesis, we discuss multiscale simulation techniques for flow and transport in porous media, ...
AbstractA two-phase (water and oil) flow model in a homogeneous porous media is studied, considering...
In this paper, we consider a parallel finite volume algorithm for modeling complex processes in poro...
In this paper, we consider a parallel finite volume algorithm for modeling complex processes in poro...
A multiscale gradient computation method for multiphase flow in heterogeneous porous media is develo...
This paper describes a massively parallel simulation method and its application for modeling multiph...
In this work several new numerical methods and a new mathematical model related to multi phase flow ...
This paper describes a massively parallel simulation method and its application for modeling multip...
This paper discusses implementation of a parallel numerical algorithm for simulating multiphase flow...
A multiscale gradient computation method for multiphase flow in heterogeneous porous media is develo...
Flow in a multiaquifer porous system can be simulated by the so-called “quasi three-dimensional” mod...
In this thesis we develop a multiscale method that solves non-isothermal flow in porous media. A seq...
Flow in a multiaquifer porous system can be simulated by the so-called \u201cquasi three-dimensional...
The Mixed Multiscale Finite Element method (MMsFE) is a promising alternative to traditional upscali...
The simultaneous flow of immiscible fluids in porous media occurs in a wide variety of applications....
In this thesis, we discuss multiscale simulation techniques for flow and transport in porous media, ...
AbstractA two-phase (water and oil) flow model in a homogeneous porous media is studied, considering...
In this paper, we consider a parallel finite volume algorithm for modeling complex processes in poro...
In this paper, we consider a parallel finite volume algorithm for modeling complex processes in poro...
A multiscale gradient computation method for multiphase flow in heterogeneous porous media is develo...
This paper describes a massively parallel simulation method and its application for modeling multiph...
In this work several new numerical methods and a new mathematical model related to multi phase flow ...
This paper describes a massively parallel simulation method and its application for modeling multip...
This paper discusses implementation of a parallel numerical algorithm for simulating multiphase flow...
A multiscale gradient computation method for multiphase flow in heterogeneous porous media is develo...
Flow in a multiaquifer porous system can be simulated by the so-called “quasi three-dimensional” mod...
In this thesis we develop a multiscale method that solves non-isothermal flow in porous media. A seq...
Flow in a multiaquifer porous system can be simulated by the so-called \u201cquasi three-dimensional...
The Mixed Multiscale Finite Element method (MMsFE) is a promising alternative to traditional upscali...