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A second-order numerical scheme for the porous shallow water equations based on a DOT ADER augmented Riemann solver 期刊论文
, 2020, 卷号: 140
作者:  Ferrari A.;  Vacondio R.;  Mignosa P.
收藏  |  浏览/下载：26/0  |  提交时间：2020/07/28
Partial differential equations  Porosity  Augmented systems  Governing equations  Numerical scheme  Numerical solvers  Porosity variations  Riemann problem  Shallow water equation (SWEs)  Shallow water equations  Equations of motion  discontinuity  numerical model  porosity  shallow-water equation  theoretical study  
On integral and differential porosity models for urban flooding simulation 期刊论文
, 2020, 卷号: 136
作者:  Varra G.;  Pepe V.;  Cimorelli L.;  Della Morte R.;  Cozzolino L.
收藏  |  浏览/下载：23/0  |  提交时间：2020/07/28
Differential equations  Energy dissipation  Equations of motion  Floods  Integral equations  Partial differential equations  Wave propagation  Finite volume schemes  Flood wave propagation  Integral formulations  Numerical experiments  Representative elementary volume  Shallow water equations  Shallow water model  Urban flooding  Porosity  accuracy assessment  computer simulation  finite volume method  flooding  flow modeling  numerical model  porosity  shallow-water equation  supercritical flow  urban area  wave propagation  wave reflection