Add to ORKGNew stationary solutions of the (Michelson) Sivashinsky equation of premixed flames are obtained numerically in this paper. Some of these solutions, of the bicoalescent type recently described by Guidi and Marchetti, are stable with Neumann boundary conditions. With these boundary conditions, the time evolution of the Sivashinsky equation in the presence of a moderate white noise is controlled by jumps between stationary solutions
It is known that hydrodynamic instabilities in turbulent premixed combustion are described by the M...
AbstractParabolic initial boundary-value problems coupled (via the boundary condition) with ordinary...
Parabolic initial boundary-value problems coupled (via the boundary condition) with ordinary differe...
New stationary solutions of the (Michelson) Sivashinsky equation of premixed flames are obtained num...
The (Michelson) Sivashinsky equation of premixed flames is studied in a rectangular domain in two di...
The aim of this work is the accurate calculation of periodic solutions to the Sivashinsky equation, ...
We consider the κ-θ model of flame front dynamics introduced in [6]. We show that a space-periodic p...
Abstract. We consider the κ−θ model of flame front dynamics introduced in [6]. We show that a space-...
Breit D, Feireisl E, Hofmanová M. Stationary solutions in thermodynamics of stochastically forced fl...
It is well known that the Michelson-Sivashinky equation describes hydrodynamic instabilities in tur...
In 1979 Rosenblat developed a spectral method for studying bifurcation and stability problems. Drawi...
The primary aim of this work is the accurate calculation of periodic solutions to the Sivashinsky eq...
(Communicated by the associate editor name) Abstract. We consider the κ−θ model of flame front dynam...
We revisit the Near Equidiffusional Flames (NEF) model introduced by Matkowsky and Sivashinsky in 19...
The Sivashinsky integral equation governing certain hydrodynamical instabilities of one-dimensional ...
It is known that hydrodynamic instabilities in turbulent premixed combustion are described by the M...
AbstractParabolic initial boundary-value problems coupled (via the boundary condition) with ordinary...
Parabolic initial boundary-value problems coupled (via the boundary condition) with ordinary differe...
New stationary solutions of the (Michelson) Sivashinsky equation of premixed flames are obtained num...
The (Michelson) Sivashinsky equation of premixed flames is studied in a rectangular domain in two di...
The aim of this work is the accurate calculation of periodic solutions to the Sivashinsky equation, ...
We consider the κ-θ model of flame front dynamics introduced in [6]. We show that a space-periodic p...
Abstract. We consider the κ−θ model of flame front dynamics introduced in [6]. We show that a space-...
Breit D, Feireisl E, Hofmanová M. Stationary solutions in thermodynamics of stochastically forced fl...
It is well known that the Michelson-Sivashinky equation describes hydrodynamic instabilities in tur...
In 1979 Rosenblat developed a spectral method for studying bifurcation and stability problems. Drawi...
The primary aim of this work is the accurate calculation of periodic solutions to the Sivashinsky eq...
(Communicated by the associate editor name) Abstract. We consider the κ−θ model of flame front dynam...
We revisit the Near Equidiffusional Flames (NEF) model introduced by Matkowsky and Sivashinsky in 19...
The Sivashinsky integral equation governing certain hydrodynamical instabilities of one-dimensional ...
It is known that hydrodynamic instabilities in turbulent premixed combustion are described by the M...
AbstractParabolic initial boundary-value problems coupled (via the boundary condition) with ordinary...
Parabolic initial boundary-value problems coupled (via the boundary condition) with ordinary differe...