Lecointre, L., Vicquelin, R., Kudriakov, S., Studer, E., & Tenaud, C. (2022). High-order numerical scheme for compressible multi-component real gas flows using an extension of the Roe approximate Riemann solver and specific Monotonicity-Preserving constraints. Journal of computational physics, 450, 110821. https://doi.org/10.1016/j.jcp.2021.110821
Chicago-Zitierstil (17. Ausg.)Lecointre, Luc, Ronan Vicquelin, Sergey Kudriakov, Etienne Studer, und Christian Tenaud. "High-order Numerical Scheme for Compressible Multi-component Real Gas Flows Using an Extension of the Roe Approximate Riemann Solver and Specific Monotonicity-Preserving Constraints." Journal of Computational Physics 450 (2022): 110821. https://doi.org/10.1016/j.jcp.2021.110821.
MLA-Zitierstil (9. Ausg.)Lecointre, Luc, et al. "High-order Numerical Scheme for Compressible Multi-component Real Gas Flows Using an Extension of the Roe Approximate Riemann Solver and Specific Monotonicity-Preserving Constraints." Journal of Computational Physics, vol. 450, 2022, p. 110821, https://doi.org/10.1016/j.jcp.2021.110821.