Abstract

The present study describes a pressure-based solution framework suitable for the numerical investigation of sub- and supersonic injection processes under high-pressure conditions. The focal point is put on the introduction of a fully consistent and rigorous thermodynamic closure based on the cubic equation of state. Hereby, both real-gas effects as well as phase separation processes can be considered resulting in a more thorough investigation of physical phenomena and an increased solver stability as the inadvertently penetration of unphysical states, i.e., the crossing of the spinodal, is prevented. To demonstrate the advantage of the numerical framework, recent experimental investigations of an underexpanded argon jet showing both real-gas and phase separation effects are used. The agreement between the experiment and the Large-Eddy Simulation is good. In particular, the phase separation process shows excellent agreement and is studied thoroughly based on the numerical results.

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