Numerical method for the Eulerian droplet model in icing conditions

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Eulerian droplet model can be seen as pressureless gas equations. The system is nonstricly hyperbolic. The solutions of the Riemann problem can be delta shock or vacuum. A new Godunov-type scheme is developed. Numerical results for onedimentional problems, droplet moving in a gravity field and the flow over a cylinder are presented.

Eulerian particle model, non-strictly hyperbolic system, delta shock waves, godunov-type scheme

Короткий адрес: https://sciup.org/142231490

IDR: 142231490   |   DOI: 10.53815/20726759_2021_13_3_133

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