Numerical treatment of multiphase flows in porous media. Proceedings of the international workshop, Beijing, China, August 2--6, 1999 (Q5959690)

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scientific article; zbMATH DE number 1726145
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Numerical treatment of multiphase flows in porous media. Proceedings of the international workshop, Beijing, China, August 2--6, 1999
scientific article; zbMATH DE number 1726145

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    Numerical treatment of multiphase flows in porous media. Proceedings of the international workshop, Beijing, China, August 2--6, 1999 (English)
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    9 April 2002
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    The articles of this volume will be reviewed individually. Indexed articles: \textit{Chen, Zhangxin; Ewing, Richard E.}, Mathematical and numerical techniques in energy and environmental modeling., 1-21 [Zbl 1072.76670] \textit{Alboin, Clarisse; Jaffré, Jérôme; Roberts, Jean E.; Wang, Xuewen; Serres, Christophe}, Domain decomposition for some transmission problems in flow in porous media, 22-34 [Zbl 1010.76050] \textit{Arbogast, Todd}, Numerical subgrid upscaling of two-phase flow in porous media., 35-49 [Zbl 1072.76560] \textit{Bastian, Peter; Chen, Zhangxin; Ewing, Richard E.; Helmig, Rainer; Jakobs, Hartmut; Reichenberger, Volker}, Numerical simulation of multiphase flow in fractured porous media., 50-68 [Zbl 1072.76575] \textit{Cheng, Aijie; Wang, Gaohong}, The modified method of characteristics for compressible flow in porous media, 69-79 [Zbl 1010.76051] \textit{Chen, Hongsen; Ewing, Richard E.; Lyons, Stephen L.; Qin, Guan; Sun, Tong; Yale, David P.}, A numerical algorithm for single-phase fluid flow in elastic porous media, 80-92 [Zbl 1018.74037] \textit{Chernogorova, Tatiana; Ewing, Richard E.; Iliev, Oleg; Lazarov, Raytcho}, On the discretization of interface problems with perfect and imperfect contact, 93-103 [Zbl 1014.76061] \textit{Cui, Xia}, Finite element analysis for pseudo hyperbolic integral-differential equations, 104-115 [Zbl 1011.65101] \textit{DeVore, Ronald A.; Wang, Hong; Liu, Jiang-Guo; Xu, Hong}, A CFL-free explicit scheme with compression for linear hyperbolic equations, 116-123 [Zbl 1010.76071] \textit{Douglas, Craig C.; Hu, Jonathan; Iskandarani, Mohamed; Kowarschik, Markus; Rüde, Ulrich; Weiss, Christian}, Maximizing cache memory usage for multigrid algorithms for applications of fluid flow in porous media., 124-137 [Zbl 1072.76631] \textit{Douglas, Jim jun.; Pereira, Felipe; Yeh, Li-Ming}, A locally conservative Eulerian-Lagrangian method for flow in a porous medium of a mixture of two components having different densities, 138-155 [Zbl 1014.76044] \textit{Garanzha, Vladimir A.; Konshin, Vladimir N.; Lyons, Stephen L.; Papavassiliou, Dimitrios V.; Qin, Guan}, Validation of non-Darcy well models using direct numerical simulation, 156-169 [Zbl 1014.76047] \textit{Herrmann, Norbert}, Mathematical treatment of diffusion processes of gases and fluids in porous media., 170-178 [Zbl 1072.76663] \textit{Huang, Chieh-Sen; Spagnuolo, Anna M.}, Implementation of a locally conservative Eulerian-Lagrangian method applied to nuclear contaminant transport., 179-189 [Zbl 1072.76600] \textit{Lei, Xiuren; Peng, Hong}, Application of a class of nonstationary iterative methods to flow problems, 190-194 [Zbl 1011.65015] \textit{Li, Baoyan; Ma, Yuanle}, Reservoir thermal recover simulation on parallel computers., 195-207 [Zbl 1072.76601] \textit{Li, Yuanxiang; Xiong, Shengwu; Zou, Xiufen}, A class of lattice Boltzmann models with the energy equation., 208-215 [Zbl 1072.76623] \textit{Ma, Zhibo; Zhu, Jianshi}, Block implicit computation of flow field in solid rocket ramjets., 216-221 [Zbl 1072.76583] \textit{Ming, Pingbing; Shi, Zhong-Ci}, Stable conforming and nonconforming finite element methods for the non-Newtonian flow., 222-231 [Zbl 1072.76568] \textit{Qin, Guan; Wang, Hong; Ewing, Richard E.; Espedal, Magne S.}, Numerical simulation of compositional fluid flow in porous media., 232-243 [Zbl 1072.76569] \textit{Reme, Hilde; Øye, Geir Åge; Espedal, Magne S.; Fladmark, Gunnar E.}, Parallelization of a compositional reservoir simulator., 244-266 [Zbl 1072.76587] \textit{Russell, Thomas F.}, Relationships among some conservative discretization methods, 267-282 [Zbl 1010.76064] \textit{Sheen, Dongwoo}, Parallel methods for solving time-dependent problems using the Fourier-Laplace transformation, 283-291 [Zbl 1011.65074] \textit{Shi, Zhong-Ci; Xu, Xuejun}, Cascadic multigrid methods for parabolic pressure problems, 292-298 [Zbl 1010.76054] \textit{Subbey, Sam; Nordtvedt, Jan-Erik}, Estimation in the presence of outliers: The capillary pressure case., 299-310 [Zbl 1072.76674] \textit{Wang, Hong; Al-Lawatia, Mohamed}, A comparison of ELLAM with ENO/WENO schemes for linear transport equations, 311-323 [Zbl 1021.76025] \textit{Wang, Hong; Liang, Dong; Ewing, Richard E.; Lyons, Stephen L.; Qin, Guan}, An accurate approximation to compressible flow in porous media with wells., 324-332 [Zbl 1072.76571] \textit{Wang, Yanfei; Xiao, Tingyan}, Fast convergent algorithms for solving 2D integral equations of the first kind, 333-344 [Zbl 1011.65100] \textit{Wang, Ziting; Li, Xianggui}, A two-grid finite difference method for nonlinear parabolic equations, 345-350 [Zbl 1011.65056] \textit{Villatoro, Francisco R.; García-Lafuente, Jesús}, A compact operator method for the omega equation., 351-361 [Zbl 1035.86003] \textit{Yang, Danping}, Domain decomposition algorithm for a new characteristic mixed finite element method for compressible miscible displacement., 362-372 [Zbl 1072.76573] \textit{Yang, Dequan; Fan, Tigui; Yang, Xinyu}, A boundary element method for viscous flow on multi-connected domains., 373-377 [Zbl 1072.76593] \textit{Yu, Xi-Jun; Wu, Yonghong}, A characteristic difference method for 2D nonlinear convection-diffusion problems., 378-389 [Zbl 1072.76607] \textit{Yuan, Yirang}, Fractional step methods for compressible multicomponent flow in porous media., 390-403 [Zbl 1047.76087] \textit{Zhang, Guoyou; Fan, Tigui; Zhao, Zhongsheng; Yang, Dequan}, A model and its solution method for a generalized unsteady seepage flow problem., 404-408 [Zbl 1048.76057] \textit{Zhang, Huaiyu; Sun, Jiachang}, Domain decomposition preconditioners for non-selfconjugate second order elliptic problems, 409-418 [Zbl 1011.65098] \textit{Zhang, Wen; Gladwell, Ian}, Performance of MOL for surface motion driven by a Laplacian of curvature., 419-429 [Zbl 1072.76617] \textit{Zhao, Weidong}, A high-order upwind method for convection-diffusion equations with the Neumann boundary condition., 430-440 [Zbl 1072.76609]
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    Proceedings
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    Workshop
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    Multiphase flows
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    Beijing (China)
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    Porous media
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