Abo Bibliothek: Guest
ICHMT DL Home Aktuelles Jahr Archive Vorstand International Centre for Heat and Mass Transfer


DOI: 10.1615/ICHMT.2008.CHT.120
page 21

Sergei S. Sazhin
Advanced Engineering Centre, School of Computing, Engineering and Mathematics, University of Brighton, Brighton, BN2 4GJ, UK

Irina N. Shishkova
Low Temperature Departments, Centre of High Technologies, Moscow Power Engineering Institute, Krasnokazarmennaya, 14, Moscow 111250, Russia

Sergey Martynov
Department of Chemical Engineering, University College London, Torrington Place, London WC1E 7JE, UK

Morgan R. Heikal
Advanced Engineering Centre, School of Computing, Engineering and Mathematics, University of Brighton, Brighton, BN2 4GJ, UK


A review of recently developed models for fuel droplet heating, evaporation and break-up, suitable for implementation into computational fluid dynamics (CFD) codes, and the applications of these models to simulate the processes in Diesel engines is presented. These models and a specially developed version of a reduced chemical autoignition model, developed by a group of researchers from Shell Research Ltd (known as Shell model), were implemented into the KIVA II CFD code. The autoignition delay time is sensitive to the choice of liquid phase models for droplet heating, but not sensitive to the choice of gas phase models. It was recommended that the effective thermal conductivity liquid phase model and the gas phase model, taking into account the effects of finite thickness of the thermal boundary layer, be used for the simulation of the autoignition process in Diesel engines. The relatively small contribution of thermal radiation to droplet heating can justify the description of the effects of radiation using a simplified model, which does not include the variation of radiation absorption inside the droplets. Recently developed kinetic models for droplet heating and evaporation into a high pressure background gas (air) are described. The application of the rigorous kinetic model, taking into account the heat flux in the kinetic region, is recommended when accurate predictions of the values of droplet surface temperature and evaporation time are essential. In the case of stationary droplets, coupled solutions of the heat conduction equation for gas and liquid phases are reviewed. If the initial stage of droplet heating can be ignored then the steady-state solution for the gas phase can be applied for the analysis of droplet heating. The previously developed dynamic decomposition technique for the solution of ordinary differential equations describing droplet heating and evaporation and the ignition of the fuel vapour/air mixture is briefly described.

ICHMT Digital Library

Bow shocks on a jet-like solid body shape. Thermal Sciences 2004, 2004. Pulsed, supersonic fuel jets - their characteristics and potential for improved diesel engine injection. PULSED, SUPERSONIC FUEL JETS - THEIR CHARACTERISTICS AND POTENTIAL FOR IMPROVED DIESEL ENGINE INJECTION
View of engine compartment components (left). Plots of temperature distributions in centreplane, forward of engine (right). CHT-04 - Advances in Computational Heat Transfer III, 2004. Devel... DEVELOPMENT AND CURRENT STATUS OF INDUSTRIAL THERMOFLUIDS CFD ANALYSIS
Pratt & Whitney's F-135 Joint Strike Fighter Engine under test in Florida is a 3600F class jet engine. TURBINE-09, 2009. Turbine airfoil leading edge stagnation aerodynamics and heat transfe... TURBINE AIRFOIL LEADING EDGE STAGNATION AERODYNAMICS AND HEAT TRANSFER - A REVIEW
Refractive index reconstructed field. (a) Second iteration. (b) Fourth iteration. Radiative Transfer - VI, 2010. Theoretical development for refractive index reconstruction from a radiative ... THEORETICAL DEVELOPMENT FOR REFRACTIVE INDEX RECONSTRUCTION FROM A RADIATIVE TRANSFER EQUATION-BASED ALGORITHM
Two inclusion test, four collimated sources. Radiative Transfer - VI, 2010. New developments in frequency domain optical tomography. Part II. Application with a L-BFGS associated to an inexa... NEW DEVELOPMENTS IN FREQUENCY DOMAIN OPTICAL TOMOGRAPHY. PART II. APPLICATION WITH A L-BFGS ASSOCIATED TO AN INEXACT LINE SEARCH