Add to ORKGIt is known that hydrodynamic instabilities in turbulent premixed combustion are described by the Michelson-Sivashinsky (MS) equation. A model of the flame front propagation based on the G-equation and on stochastic fluctuations imposed to the mean flame position is considered. By comparing the governing equation of this model and the MS equation, an equation is derived for the front curvature computed in the mean flame position. The evolution in time of the curvature emerges to be driven by the inverse of the dispersion relation and by the nonlinear term of the MS equation.PhD grant “La Caixa 2014
We propose a non-linear, model equation describing the dynamics of finite amplitude disturbances sup...
We examine premixed turbulent combustion within the context of a hydrodynamic model derived from phy...
We study the propagation of premixed flames, in the absence of external turbulence, under the effect...
It is known that hydrodynamic instabilities in turbulent premixed combustion are described by the M...
We consider a model formulation of the flame front propagation in turbulent premixed combustion base...
It is well known that the Michelson-Sivashinky equation describes hydrodynamic instabilities in tur...
Stochastic fluctuations described by an adequate probability density function are imposed to the ave...
In the context of the weak thermal-expansion approximation, we derive an equation describing flame f...
Curvature flows and barriers in fire front modelling In this paper we propose a novel mathematical m...
This thesis is devoted to the numerical investigation of premixed Flames subject to intrinsic hydrod...
In this paper we propose a derivation of the Michelson-Sivashinsky (MS) equation that is based on f...
A strongly nonlinear, spatially invariant equation for the dynamics of a cellular flame is derived, ...
We extend the Michelson – Sivashinsky equation, for arbitrary gas density ratio, to model the dynami...
The study of a turbulent premixed flame often involves analysing quantities conditioned to different...
The interaction between a flame and vortices has been investigated by means of a front-tracking meth...
We propose a non-linear, model equation describing the dynamics of finite amplitude disturbances sup...
We examine premixed turbulent combustion within the context of a hydrodynamic model derived from phy...
We study the propagation of premixed flames, in the absence of external turbulence, under the effect...
It is known that hydrodynamic instabilities in turbulent premixed combustion are described by the M...
We consider a model formulation of the flame front propagation in turbulent premixed combustion base...
It is well known that the Michelson-Sivashinky equation describes hydrodynamic instabilities in tur...
Stochastic fluctuations described by an adequate probability density function are imposed to the ave...
In the context of the weak thermal-expansion approximation, we derive an equation describing flame f...
Curvature flows and barriers in fire front modelling In this paper we propose a novel mathematical m...
This thesis is devoted to the numerical investigation of premixed Flames subject to intrinsic hydrod...
In this paper we propose a derivation of the Michelson-Sivashinsky (MS) equation that is based on f...
A strongly nonlinear, spatially invariant equation for the dynamics of a cellular flame is derived, ...
We extend the Michelson – Sivashinsky equation, for arbitrary gas density ratio, to model the dynami...
The study of a turbulent premixed flame often involves analysing quantities conditioned to different...
The interaction between a flame and vortices has been investigated by means of a front-tracking meth...
We propose a non-linear, model equation describing the dynamics of finite amplitude disturbances sup...
We examine premixed turbulent combustion within the context of a hydrodynamic model derived from phy...
We study the propagation of premixed flames, in the absence of external turbulence, under the effect...