### Conference paper

Applied Mathematics, Hyperbolic Problems, Theory, Numerics, Applications, vol. 8, American Institute of Mathematical Sciences, 2014, pp. 651 - 658

Mathematician

Maren Hantke, Ferdinand Thein

Applied Mathematics, Hyperbolic Problems, Theory, Numerics, Applications, vol. 8, American Institute of Mathematical Sciences, 2014, pp. 651 - 658

Applied Mathematics, Hyperbolic Problems, Theory, Numerics, Applications, vol. 8, American Institute of Mathematical Sciences, 2014, pp. 651 - 658

Cite
###
Cite

**APA**
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Hantke, M., & Thein, F. (2014). Numerical solutions to the Riemann problem for compressible isothermal Euler equations for two phase flows with and without phase transition. In *Hyperbolic Problems, Theory, Numerics, Applications* (Vol. 8, pp. 651–658). American Institute of Mathematical Sciences.

**Chicago/Turabian**
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Hantke, Maren, and Ferdinand Thein. “Numerical Solutions to the Riemann Problem for Compressible Isothermal Euler Equations for Two Phase Flows with and without Phase Transition.” In *Hyperbolic Problems, Theory, Numerics, Applications*, 8:651–658. Applied Mathematics. American Institute of Mathematical Sciences, 2014.

**MLA**
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Hantke, Maren, and Ferdinand Thein. “Numerical Solutions to the Riemann Problem for Compressible Isothermal Euler Equations for Two Phase Flows with and without Phase Transition.” *Hyperbolic Problems, Theory, Numerics, Applications*, vol. 8, American Institute of Mathematical Sciences, 2014, pp. 651–58.

**BibTeX**
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```
@inproceedings{hantke2014a,
title = {Numerical solutions to the Riemann problem for compressible isothermal Euler equations for two phase flows with and without phase transition},
year = {2014},
pages = {651 - 658},
publisher = {American Institute of Mathematical Sciences},
series = {Applied Mathematics},
volume = {8},
author = {Hantke, Maren and Thein, Ferdinand},
booktitle = {Hyperbolic Problems, Theory, Numerics, Applications}
}
```