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CFD Modelling of Direct Gas Injection Using a Lagrangian Particle Tracking Approach

M. Vångö-2015-01-01-Lund University Publications Student Papers (Lund University)

TL;DRAbstract

CFD simulations of direct gas injection, especially in large dual-fuel engines, can be expensive both regarding time and computational power. The nozzle area needs to be resolved with a fine mesh to capture all phenomena and for a full engine model this results in a large amount of cells. A method using a Lagrangian Particle Tracking (LPT) approach was developed to handle gas injection by injecting gaseous parcels into the domain. The gaseous LPT method was implemented by modifying the LPT solver for liquid droplets in dieselFoam, which was already present in OpenFOAM 2.0.x to minimize development efforts. The method was evaluated by comparisons with RANS simulations of fully resolved subsonic jets in a simple chamber geometry, for different cases with varying inlet velocities and initial chamber conditions. It was found that despite that the gaseous LPT method under-predicts the spreading of the jet as compared with the fully resolved approach, resulting in a longer penetration length

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CFD simulations of direct gas injection, especially in large dual-fuel engines, can be expensive both regarding time and computational power. The nozzle area needs to be resolved with a fine mesh to capture all phenomena and for a full engine model this results in a large amount of cells. A method using a Lagrangian Particle Tracking (LPT) approach was developed to handle gas injection by injecting gaseous parcels into the domain. The gaseous LPT method was implemented by modifying the LPT solver for liquid droplets in dieselFoam, which was already present in OpenFOAM 2.0.x to minimize development efforts. The method was evaluated by comparisons with RANS simulations of fully resolved subsonic jets in a simple chamber geometry, for different cases with varying inlet velocities and initial chamber conditions. It was found that despite that the gaseous LPT method under-predicts the spreading of the jet as compared with the fully resolved approach, resulting in a longer penetration length

Keywords

MechanicsNozzleSolverComputational fluid dynamicsReynolds-averaged Navier–Stokes equationsJet (fluid)Lagrangian particle trackingLagrangian

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