Abstract
The unsteady shock-wave reflection and diffraction generated by a shock wave propagating over a semicircular cylinder in a dusty gas are studied numerically. The mathematical model is a multiphase system based on a multifluid Eulerian approach. A second-order Godunov scheme is used to solve the gas-phase Euler equations and an upwind scheme is used to solve the particle-phase conservation equations on an unstructured adaptive mesh. For the validation of the model, the numerically predicted one-dimensional shock-wave attenuation is compared with experimental results. Shock-wave reflection and diffraction over a semicircular cylinder in a pure gas flow is simulated first to show the excellent agreement between the present computation and the experimental results. For a shock-wave reflection and diffraction in a dusty gas, the effects of particle size and particle loading on the flowfield are investigated. Gas and particle-density contour plots are presented. It has been shown that the shock-wave configuration differs remarkably from pure gas flow depending on the particle parameters. The difference is explained as the result of momentum and heat exchange between the two phases.
Published Version
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