The space discretized conservation equations for laminar flames are formulated as a system of differential algebraic equations (DAEs). An appropriate constraint is derived, which is used in two new pressure correction schemes. Application to flame simulations with a one-step chemistry model shows that these new pressure correction schemes yield more accurate results than the standard schem
Fully understanding soot formation in flames is critical to the development of practical combustion ...
Theoretical models of an axisymmetric laminar diffusion flame are discussed, with an emphasis on the...
In this paper we describe the numerical analysis underlying our efforts to develop an accurate and r...
The space discretized conservation equations for laminar flames are formulated as a system of differ...
We present a numerical algorithm to solve the zero-Mach number approximation of the governing equati...
ear boundary value problem, multi-level local defect correction. Abstract. We present a numerical al...
An efficient time accurate algorithm is presented for numerical simulations of low-Mach number varia...
Determining laminar burning velocities SL from the pressure trace in constant volume combustion requ...
Oxy/acetylene flames from ordinary welding torclies can be successfully used for the chemical vapour...
AbstractAn algorithm is presented for numerical simulations of time-dependent low Mach number variab...
We discuss one-dimensional steady laminar premixed flames in a mixture of calorically imperfect idea...
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...
Combustion processes are of fundamental importance both for industry and for ordinary life. Numerica...
This paper presents derivation of the pressure correction equation appropriate for colocated grids w...
Fully understanding soot formation in flames is critical to the development of practical combustion ...
Theoretical models of an axisymmetric laminar diffusion flame are discussed, with an emphasis on the...
In this paper we describe the numerical analysis underlying our efforts to develop an accurate and r...
The space discretized conservation equations for laminar flames are formulated as a system of differ...
We present a numerical algorithm to solve the zero-Mach number approximation of the governing equati...
ear boundary value problem, multi-level local defect correction. Abstract. We present a numerical al...
An efficient time accurate algorithm is presented for numerical simulations of low-Mach number varia...
Determining laminar burning velocities SL from the pressure trace in constant volume combustion requ...
Oxy/acetylene flames from ordinary welding torclies can be successfully used for the chemical vapour...
AbstractAn algorithm is presented for numerical simulations of time-dependent low Mach number variab...
We discuss one-dimensional steady laminar premixed flames in a mixture of calorically imperfect idea...
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...
Combustion processes are of fundamental importance both for industry and for ordinary life. Numerica...
This paper presents derivation of the pressure correction equation appropriate for colocated grids w...
Fully understanding soot formation in flames is critical to the development of practical combustion ...
Theoretical models of an axisymmetric laminar diffusion flame are discussed, with an emphasis on the...
In this paper we describe the numerical analysis underlying our efforts to develop an accurate and r...