Cavitation erosion assessment of a wobbling high-pressure fuel injector
Poster (konferens), 2023
There are previous studies investigating different types of dynamic mesh motion approaches such as cartesian cut-cell, node interpolation and Arbitrary Lagrangian–Eulerian methods. To the best of our knowledge, there is no study that applies the overset mesh methodology and examines cavitation erosion for wobbling needle motion. Despite the time cost for mesh and topology construction, overset mesh technique is a promising approach as it allows to simulate very low needle positions with non-skewed cells unlike the aforementioned approaches.
As a first step, a Woodward L’Orange injector is investigated in static high lift (480mm) condition. The studied model and a 3D experimental mold taken at the end of the experiment. For the mold, the geometry is filled with an epoxy material, which fills gaps of the eroded material. The flow is examined with the help of unsteady Reynolds Averaged Navier Stokes simulation. Assuming a homogeneous mixture, cavitation is modelled via the mass transfer approach. Hence, the Zwart-Gerber-Belamri cavitation modelling is used with altered model coefficients.
Cavitation erosion is assessed with a combined approach using different post processing erosion indicators. Results show that the maximum values appear only on the upper surface of the orifice in accordance with the experiment. Further analysis will include needle lift and off-axis motion affects utilizing the overset mesh methodology.
Cavitation erosion
Wobbling
Fuel injector
Författare
Mehmet Özgünoglu
Chalmers, Mekanik och maritima vetenskaper, Marin teknik
Mohammad Hossein Arabnejad Khanouki
Chalmers, Mekanik och maritima vetenskaper, Marin teknik
Gerard Mouokue
Woodward L'orange GmbH
Michael Oevermann
Energiomvandling och framdrivningssystem
Rickard Everyd Bensow
Chalmers, Mekanik och maritima vetenskaper, Marin teknik
Chania, Greece,
Experimentally Validated DNS and LES Approaches for Fuel Injection, Mixing and Combustion of Dual-Fuel Engines (EDEM)
Europeiska kommissionen (EU) (EC/H2020/861002), 2019-09-01 -- 2023-08-31.
Drivkrafter
Hållbar utveckling
Styrkeområden
Transport
Energi
Ämneskategorier (SSIF 2025)
Strömningsmekanik
Infrastruktur
Chalmers e-Commons (inkl. C3SE, 2020-)