2015
DOI: 10.1016/j.jcp.2015.01.011
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Modelling the transition between fixed and mobile bed conditions in two-phase free-surface flows: The Composite Riemann Problem and its numerical solution

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Cited by 13 publications
(12 citation statements)
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“…• extending the range of applicability of the model, for example following the result presented in Rosatti and Zugliani (2015) for a debris-flow description over mixed fixed-and mobile-bed conditions,…”
Section: Discussion and Future Developmentsmentioning
confidence: 98%
“…• extending the range of applicability of the model, for example following the result presented in Rosatti and Zugliani (2015) for a debris-flow description over mixed fixed-and mobile-bed conditions,…”
Section: Discussion and Future Developmentsmentioning
confidence: 98%
“…In the original formulation of the TRENT2D, the movement of the mixture occurs on a mobile bed, i.e., on a bed that can be subject to erosion and deposition during the motion. However, a more recent version of the model [60] also allows the consideration of cases where the mixture flows on a non-erodible bed. In the latter case, the model provides for the possibility of depositing material above the non-erodible bed (thus becoming, at least temporarily erodible), but prevents the bed from reaching, due to erosion, elevation below the level of the non-erodible layer.…”
Section: Debris Flow Modelling: the Trent2d Modelmentioning
confidence: 99%
“…The characteristic polynomial of the ITP-RIW model reads as follows: and the related eigenvalues are equal to those of the debris-flow model used by Rosatti & Zugliani (2015) to describe the transition between the conditions of fixed and mobile bed in a debris flow model, The ITP-RIW model has the same eigenvalues as the FI-RIW approach except for the absence of one eigenvalue equal to the mixture velocity. Hence, the observation derived for the FI-RIW eigenvalues can be extended also to this description: the dimensionless eigenvalues match those of the PI-RIW model only for (see figure 12).…”
Section: Itp-riw Versus Pi-riwmentioning
confidence: 99%
“…and the related eigenvalues are equal to those of the debris-flow model used by Rosatti & Zugliani (2015) to describe the transition between the conditions of fixed and mobile bed 919 A8-47 in a debris flow model,…”
Section: D1 Itp-riw Versus Pi-riwmentioning
confidence: 99%