An efficient time accurate algorithm is presented for numerical simulations of low-Mach number variable density flows in the context of non-premixed flames. The algorithm is based on a segregated solution formalism in the class of pressure-correction methods. It shows good conservation properties and returns stable results, regardless of the difference in density between neighboring cells. In the illustrative example, a flamesheet model is used to describe the combustion of fuel and oxidizer. The stability of the method is discussed for a 1D channel flow, containing both fuel and oxidizer. Results for a 2D testcase of a reacting mixing layer are also shown
In this paper the authors present an adaptive projection method for modeling unsteady, low-Mach reac...
Over the past two decades, there has been much development in discontinuous Galerkin methods for inc...
We present an adaptive algorithm for low Mach number reacting flows with complex chemistry. Our appr...
An efficient time accurate algorithm is presented for numerical simulations of low-Mach number varia...
Abstract. To perform accurate LES-calculations of low Mach number flows with non-premixed combustion...
To perform accurate LES-calculations of low Mach number flows with non-premixed combustion, an effic...
AbstractAn algorithm is presented for numerical simulations of time-dependent low Mach number variab...
A time-accurate algorithm is proposed for low Mach number, variable density flows with or without ch...
A time accurate algorithm for low-Mach number, variable-density flows with or without chemical react...
We present a numerical approach for low Mach number combustion that conserves both mass and energy w...
We present a numerical algorithm to solve the zero-Mach number approximation of the governing equati...
International audienceWe address in this paper a model for the simulation of turbulent deflagrations...
ear boundary value problem, multi-level local defect correction. Abstract. We present a numerical al...
We describe the low Mach variable-density Navier-Stokes numerical iterative solution procedure imple...
The space discretized conservation equations for laminar flames are formulated as a system of differ...
In this paper the authors present an adaptive projection method for modeling unsteady, low-Mach reac...
Over the past two decades, there has been much development in discontinuous Galerkin methods for inc...
We present an adaptive algorithm for low Mach number reacting flows with complex chemistry. Our appr...
An efficient time accurate algorithm is presented for numerical simulations of low-Mach number varia...
Abstract. To perform accurate LES-calculations of low Mach number flows with non-premixed combustion...
To perform accurate LES-calculations of low Mach number flows with non-premixed combustion, an effic...
AbstractAn algorithm is presented for numerical simulations of time-dependent low Mach number variab...
A time-accurate algorithm is proposed for low Mach number, variable density flows with or without ch...
A time accurate algorithm for low-Mach number, variable-density flows with or without chemical react...
We present a numerical approach for low Mach number combustion that conserves both mass and energy w...
We present a numerical algorithm to solve the zero-Mach number approximation of the governing equati...
International audienceWe address in this paper a model for the simulation of turbulent deflagrations...
ear boundary value problem, multi-level local defect correction. Abstract. We present a numerical al...
We describe the low Mach variable-density Navier-Stokes numerical iterative solution procedure imple...
The space discretized conservation equations for laminar flames are formulated as a system of differ...
In this paper the authors present an adaptive projection method for modeling unsteady, low-Mach reac...
Over the past two decades, there has been much development in discontinuous Galerkin methods for inc...
We present an adaptive algorithm for low Mach number reacting flows with complex chemistry. Our appr...