In this study, fnite time Lyapunov exponent (FTLE) fields from turbulent reacting flows are evaluated. The unsteady turbulent velocity field is obtained from large-eddy simulations, and reacting (DLR Flame A) and non-reacting unconfined jet configurations are considered. Backward FTLE analysis on the velocity field is performed, and the anal- ysis shows that the ridges approximate the flow structure associated with the organized fuid structure. To examine the merit of this method in identifying coherent structures, we compare the results with the well-known Q-criterion
This paper takes a look at the visualization side of vector field analysis based on Lagrangian coher...
The recently introduced notion of Finite-Time Lyapunov Exponent to characterize Coherent Lagrangian ...
Turbulent premixed flames at high Karlovitz numbers exhibit highly complex structures in different r...
In this study, fnite time Lyapunov exponent (FTLE) fields from turbulent reacting flows are evaluate...
We use direct Lyapunov exponents (DLE) to identify Lagrangian coherent structures in two different t...
This research aims to investigate the nonlinear dynamics of the non-reacting jets and non-premixed l...
According to several results presented in literature, Finite-Time Lyapunov Exponents (FTLE) methodol...
Vortex identifications in turbulent flows past arrays of tandem plates are performed by employing th...
Though dynamical systems are a popular area of research these days, previous methods have dealt poor...
This paper develops the theory and computation of Lagrangian Coherent Structures (LCS), which are de...
Metrics used to assess the quality of large-eddy simulations commonly rely on a statistical assessme...
The finite-time Lyapunov exponent (FTLE) field can be used for many purposes, from the analysis of t...
AbstractGaseous jets injected into water are found in a variety of engineering applications, and the...
Figure 1: Scalar field on a space-time parameterization of a cylinder flow. All separating structure...
Lagrangian coherent structures are time-evolving surfaces that highlight areas in flow fields where ...
This paper takes a look at the visualization side of vector field analysis based on Lagrangian coher...
The recently introduced notion of Finite-Time Lyapunov Exponent to characterize Coherent Lagrangian ...
Turbulent premixed flames at high Karlovitz numbers exhibit highly complex structures in different r...
In this study, fnite time Lyapunov exponent (FTLE) fields from turbulent reacting flows are evaluate...
We use direct Lyapunov exponents (DLE) to identify Lagrangian coherent structures in two different t...
This research aims to investigate the nonlinear dynamics of the non-reacting jets and non-premixed l...
According to several results presented in literature, Finite-Time Lyapunov Exponents (FTLE) methodol...
Vortex identifications in turbulent flows past arrays of tandem plates are performed by employing th...
Though dynamical systems are a popular area of research these days, previous methods have dealt poor...
This paper develops the theory and computation of Lagrangian Coherent Structures (LCS), which are de...
Metrics used to assess the quality of large-eddy simulations commonly rely on a statistical assessme...
The finite-time Lyapunov exponent (FTLE) field can be used for many purposes, from the analysis of t...
AbstractGaseous jets injected into water are found in a variety of engineering applications, and the...
Figure 1: Scalar field on a space-time parameterization of a cylinder flow. All separating structure...
Lagrangian coherent structures are time-evolving surfaces that highlight areas in flow fields where ...
This paper takes a look at the visualization side of vector field analysis based on Lagrangian coher...
The recently introduced notion of Finite-Time Lyapunov Exponent to characterize Coherent Lagrangian ...
Turbulent premixed flames at high Karlovitz numbers exhibit highly complex structures in different r...