Three-dimensional reacting shock–bubble interaction

Journal Article (2017)
Author(s)

Felix Diegelmann (Technische Universität München)

Stefan Hickel (TU Delft - Aerodynamics, Technische Universität München)

N. A. Adams (Technische Universität München)

Research Group
Aerodynamics
Copyright
© 2017 Felix Diegelmann, S. Hickel, Nikolaus A. Adams
DOI related publication
https://doi.org/10.1016/j.combustflame.2017.03.026
More Info
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Publication Year
2017
Language
English
Copyright
© 2017 Felix Diegelmann, S. Hickel, Nikolaus A. Adams
Research Group
Aerodynamics
Volume number
181
Pages (from-to)
1339-1351
Reuse Rights

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Abstract

We investigate a reacting shock–bubble interaction through three-dimensional numerical simulations with detailed chemistry. The convex shape of the bubble focuses the shock and generates regions of high pressure and temperature, which are sufficient to ignite the diluted stoichiometric H2−O2 gas mixture inside the bubble. We study the interaction between hydrodynamic instabilities and shock-induced reaction waves at a shock Mach number of Ma=2.83. The chosen shock strength ignites the gas mixture before the shock-focusing point, followed by a detonation wave, which propagates through the entire bubble gas. The reaction wave has a significant influence on the spatial and temporal evolution of the bubble. The misalignment of density and pressure gradients at the bubble interface, caused by the initial shock wave and the subsequent detonation wave, induces Richtmyer–Meshkov and Kelvin–Helmholtz instabilities. The growth of the instabilities is highly affected by the reaction wave, which significantly reduces mixing compared to an inert shock–bubble interaction. A comparison with two-dimensional simulations reveals the influence of three-dimensional effects on the bubble evolution, especially during the late stages. The numerical results reproduce experimental data in terms of ignition delay time, reaction wave speed and spatial expansion rate of the bubble gas. We observe only a slight divergence of the spatial expansion in the long-term evolution.