Publication: Assessment of a non-conservative four-equation multiphase system with phase transition
Assessment of a non-conservative four-equation multiphase system with phase transition
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Bacigaluppi, P., Carlier, J., Pelanti, M., Congedo, P. M., & Abgrall, R. (2022). Assessment of a non-conservative four-equation multiphase system with phase transition. Journal of Scientific Computing, 90(1), 28. https://doi.org/10.1007/s10915-021-01706-6
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This work focuses on the formulation of a four-equation model for simulating unsteady two-phase mixtures with phase transition and strong discontinuities. The main assumption consists in a homogeneous temperature, pressure and velocity fields between the two phases. Specifically, we present the extension of a residual distribution scheme to solve a four-equation two-phase system with phase transition written in a non-conservative form, i.e. in terms of internal energy instead of the classical total energy approach. This non-conservati
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- Carlier, Julien
- Pelanti, Marica
- Congedo, Pietro Marco
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Bacigaluppi, P., Carlier, J., Pelanti, M., Congedo, P. M., & Abgrall, R. (2022). Assessment of a non-conservative four-equation multiphase system with phase transition. Journal of Scientific Computing, 90(1), 28. https://doi.org/10.1007/s10915-021-01706-6
