The convergence of combustion models and compliance with the Kolmogorov scaling of turbulence

Growing fluctuation of quantum weak invariant and dissipation

(2020) Sumiyoshi Abe   PHYSICA A-STATISTICAL MECHANICS AND ITS APPLICATIONS

Mixing Time Scale Models for Multiple Mapping Conditioning with Two Reference Variables

(2020) C. Straub et al.   FLOW TURBULENCE AND COMBUSTION

Bifractal nature of turbulent reaction waves at high Damköhler and Karlovitz numbers

(2020) V. A. Sabelnikov et al.   PHYSICS OF FLUIDS

Modelling of a turbulent premixed flame series using a new MMC-LES model with a shadow position reference variable

(2020) Y. Shoraka et al.   PROCEEDINGS OF THE COMBUSTION INSTITUTE

Premixed flames subjected to extreme levels of turbulence part I: Flame structure and a new measured regime diagram

(2018) Aaron W. Skiba et al.   COMBUSTION AND FLAME

A stochastic multiple mapping conditioning computational model in OpenFOAM for turbulent combustion

(2018) S. Galindo-Lopez et al.   COMPUTERS & FLUIDS

A PDF approach to thin premixed flamelets using multiple mapping conditioning

(2017) B. Sundaram et al.   PROCEEDINGS OF THE COMBUSTION INSTITUTE

A direct approach to generalised multiple mapping conditioning for selected turbulent diffusion flame cases

(2016) Brruntha Sundaram et al.   COMBUSTION THEORY AND MODELLING

Damköhler-Shelkin Paradox in the Theory of Turbulent Flame Propagation, and a Concept of the Premixed Flame at the Intermediate Asymptotic Stage

(2016) Vladimir L. Zimont   FLOW TURBULENCE AND COMBUSTION

Prediction of NO x in premixed high-pressure lean methane flames with a MMC-partially stirred reactor

(2015) B. Sundaram et al.   PROCEEDINGS OF THE COMBUSTION INSTITUTE

On velocity and reactive scalar spectra in turbulent premixed flames

(2014) H. Kolla et al.   JOURNAL OF FLUID MECHANICS

A multiple mapping conditioning model for differential diffusion

(2014) L. Dialameh et al.   PHYSICS OF FLUIDS

Computational study of lean premixed turbulent flames using RANSPDF and LESPDF methods

(2013) David H. Rowinski et al.   COMBUSTION THEORY AND MODELLING

Propagation speed of combustion and invasion waves in stochastic simulations with competitive mixing

(2012) A. Y. Klimenko et al.   COMBUSTION THEORY AND MODELLING

Convergence to a Model in Sparse-Lagrangian FDF Simulations

(2010) A. Y. Klimenko et al.   FLOW TURBULENCE AND COMBUSTION

Stochastic multiple mapping conditioning for a piloted, turbulent jet diffusion flame

(2010) K. Vogiatzaki et al.   PROCEEDINGS OF THE COMBUSTION INSTITUTE

Lagrangian particles with mixing. II. Sparse-Lagrangian methods in application for turbulent reacting flows

(2009) A. Y. Klimenko   PHYSICS OF FLUIDS

Problem adapted reduced models based on Reaction–Diffusion Manifolds (REDIMs)

(2008) V. Bykov et al.   PROCEEDINGS OF THE COMBUSTION INSTITUTE