Hyperbolicity Analysis of Polydisperse Sedimentation Models via a Secular Equation for the Flux Jacobian

@article{Brger2010HyperbolicityAO,
  title={Hyperbolicity Analysis of Polydisperse Sedimentation Models via a Secular Equation for the Flux Jacobian},
  author={Raimund B{\"u}rger and Rosa Donat and Pep Mulet and Carlos A. Vega},
  journal={SIAM Journal of Applied Mathematics},
  year={2010},
  volume={70},
  pages={2186-2213}
}
  • Raimund Bürger, Rosa Donat, +1 author Carlos A. Vega
  • Published in
    SIAM Journal of Applied…
    2010
  • Mathematics, Computer Science
  • Polydisperse suspensions consist of small particles which are dispersed in a viscous fluid and which belong to a finite number N of species that differ in size or density. Spatially one-dimensional kinematic models for the sedimentation of such mixtures are given by systems of N nonlinear first-order conservation laws for the vector $\Phi$ of the N local solids volume fractions of each species. The problem of hyperbolicity of this system is considered here for the models due to Masliyah… CONTINUE READING

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    Finite Volume Methods for Hyperbolic Problems

    VIEW 7 EXCERPTS
    HIGHLY INFLUENTIAL

    ]Hindered settling in a multi-species particle system

    VIEW 6 EXCERPTS
    HIGHLY INFLUENTIAL