Chen, Zhangxin (ed.); Ewing, Richard E. (ed.) Fluid flow and transport in porous media: mathematical and numerical treatment. Proceedings of an AMS-IMS-SIAM joint summer research conference, Mount Holyoke College, South Hadley, MA, USA, June 17–21, 2001. (English) Zbl 0991.00049 Contemporary Mathematics. 295. Providence, RI: AMS, American Mathematical Society. 524 p. (2002). Show indexed articles as search result. The articles of this volume will be reviewed individually.Indexed articles:Aarnes, Jørg; Espedal, Magne S., A new approach to upscaling for two-phase flow in heterogeneous porous media., 1-11 [Zbl 1077.76067]Alboin, Clarisse; Jaffré, Jérôme; Roberts, Jean E.; Serres, Christophe, Modeling fractures as interfaces for flow and transport in porous media., 13-24 [Zbl 1102.76331]Al-Lawatia, Mohamed; Wang, Hong, A family of higher-order Eulerian-Lagrangian localized adjoint methods for advection-diffusion equations, 25-35 [Zbl 1014.65094]Almeida, César; Douglas, Jim jun.; Pereira, Felipe; Roman, Luis Carlos; Yeh, Li-Ming, Algorithmic aspects of a locally conservative Eulerian-Lagrangian method for transport-dominated diffusive systems, 37-48 [Zbl 1032.76031]Berre, Inga; Dahle, Helge K.; Karlsen, Kenneth H.; Nordhaug, Hans F., A streamline front tracking method for two- and three-phase flow including capillary forces., 49-61 [Zbl 1077.76068]Bitterlich, Sandro; Knabner, Peter, Adaptive and formfree identification of nonlinearities in fluid flow from column experiments, 63-74 [Zbl 1013.35087]Bourgeat, Alain, Overall behaviour of fractured porous media versus fractures’ size and permeability ratio, 75-92 [Zbl 1015.35010]Celia, Michael A.; Guswa, Andrew J., Hysteresis and upscaling in two-phase flow through porous media, 93-104 [Zbl 1026.86001]Chen-Charpentier, Benito M.; Kojouharov, Hristo V., Simulation of biobarrier-protozoa interaction in porous media, 105-112 [Zbl 1009.92033]Chen, Hongsen; Chen, Zhangxin; Huan, Guanren; Wang, Zhongxiao, Mixed discontinuous FE methods and their applications to two-phase flow in porous media, 113-125 [Zbl 1013.76047]Chen, Zhangxin; Cui, Yanli; Jiang, Qiaoyuan, Two-phase immiscible flow with the viscous drag in naturally fractured reservoirs., 127-139 [Zbl 1068.76078]Chen, Zhangxin; Huan, Guanren; Li, Baoyan, Mixed finite element methods for multiphase flow in petroleum reservoirs with multiple wells., 141-152 [Zbl 1102.76320]Douglas, Craig C.; Haase, Gundolf; Iskandarani, Mohamed, An acceleration procedure for the spectral element ocean model formulation of the shallow water equations., 153-158 [Zbl 1057.68747]Douglas, Jim jun.; Pereira, Felipe; Yeh, Li-Ming, Relations between phase mobilities and capillary pressures for two-phase flows in fractured media, 159-171 [Zbl 1015.35047]Douglas, Jim jun.; Spagnuolo, Anna M., Parameter estimates for high-level nuclear transport in fractured porous media., 173-183 [Zbl 1068.76079]Duncan, Dugald B.; Qiu, Yiqi, Overlapping grids for welltest analysis., 185-194 [Zbl 1041.76052]Ewing, Richard E., Upscaling of biological processes and multiphase flow in porous media., 195-215 [Zbl 1102.76332]Ewing, Richard E.; Wang, Junping; Weekes, Suzanne L.; Yang, Yongjun, A numerical simulation of multicomponent gas flow in porous media by projection methods., 217-228 [Zbl 1102.76333]Feng, Xiaobing, Recent developments on modeling and analysis of flow of miscible fluids in porous media., 229-240 [Zbl 1033.35088]Glimm, James; Lee, Yoon-ha; Ye, Kenny, A simple model for scale up error., 241-251 [Zbl 1102.62327]Glimm, James; Li, Xiao Lin; Liu, Yingjie, Conservative front tracking in one space dimension, 253-264 [Zbl 1014.65082]Herrmann, Norbert, BEM with collocation for the heat equation with Neumann and mixed boundary values, 265-277 [Zbl 1014.65106]Huan, Guanren; Chen, Zhangxin; Li, Baoyan, Applications of the control volume function approximation method to reservoir simulations., 279-291 [Zbl 1102.76321]Jarman, Kenneth D.; Russell, Thomas F., Analysis of 1-D moment equations for immiscible flow, 293-304 [Zbl 1013.76088]Kern, Daniel L.; Westman, John J.; Hanson, Floyd B., Locally optimal pumping and treatment rates in uncertain environments., 305-315 [Zbl 1034.93067]Kwak, Do Y., A general multigrid framework for a class of perturbed problems, 317-325 [Zbl 1014.65132]Li, Baoyan; Chen, Zhangxin; Huan, Guanren, Modeling horizontal wells using hybrid grids in reservoir simulations., 327-341 [Zbl 1102.76336]Li, Jichun, A multiblock mixed finite element method for 2D and 3D elliptic problems on mixed unstructured grids and its parallelization, 343-353 [Zbl 1014.65133]Lindquist, W. Brent, Network flow model studies and 3D pore structure., 355-366 [Zbl 1102.76337]Liu, Qingjie; Shen, Pingping; Yang, Puhua, Pore scale network modelling of gas slippage in tight porous media., 367-375 [Zbl 1102.76338]Liu, Qingjie; Wang, Jinxun; Yang, Puhua; Shen, Pingping, The calculation of relative permeability by history matching and Bethe network model., 377-386 [Zbl 1102.76339]Merrikh, Ali A.; Lage, José L.; Mohamad, Abdulmajeed A., Comparison between pore-level and porous medium models for natural convection in a non-homogeneous enclosure, 387-396 [Zbl 1014.80003]Narasimhan, Arunn; Lage, José L., New models for predicting temperature-dependent viscous effects on flow through porous media., 397-408 [Zbl 1041.76074]Pencheva, Gergina; Yotov, Ivan, Balancing domain decomposition for porous media flow in multiblock domains., 409-419 [Zbl 1102.65311]Rivière, Béatrice; Wheeler, Mary F., Non-conforming methods for transport with nonlinear reaction., 421-432 [Zbl 1068.76053]Rossi, Louis F., A high order Lagrangian scheme for flow through unsaturated porous media., 433-444 [Zbl 1102.76327]Sarkis, Marcus, Partition of unity coarse spaces, 445-456 [Zbl 1014.65134]Subbey, Sam; Christie, Mike; Sambridge, Malcolm, Uncertainty reduction in reservoir modeling., 457-467 [Zbl 1035.93006]Wang, Hong; Liu, Jiangguo; Espedal, Magne S.; Ewing, Richard E., An Eulerian-Lagrangian substructuring domain decomposition method for multidimensional, unsteady-state advection-diffusion equations., 469-480 [Zbl 1068.76068]Wang, H.; Zhao, W.; Ewing, R. E.; Lyons, S. L.; Qin, G., An ELLAM simulator for highly compressible flow in porous media with multiple wells., 481-488 [Zbl 1102.65308]Wu, Li; Pinder, G. F., Single-degree freedom collocation method using Hermite polynomials, 489-499 [Zbl 1014.65107]Yu, Xijun; Wu, Yonghong, A Taylor-Galerkin finite element method for one-dimensional hyperbolic conservation laws, 501-518 [Zbl 1015.35064]Zhang, Wen; Gladwell, Ian, Morphological evolution of a 3D array of particles under surface diffusion., 519-524 [Zbl 1102.74301] Cited in 4 Documents MSC: 00B25 Proceedings of conferences of miscellaneous specific interest 76-06 Proceedings, conferences, collections, etc. pertaining to fluid mechanics 80-06 Proceedings, conferences, collections, etc. pertaining to classical thermodynamics 65-06 Proceedings, conferences, collections, etc. pertaining to numerical analysis Keywords:South Hadley, MA (USA); Fluid flow; Transport; Porous media; Conference; Proceedings PDFBibTeX XMLCite \textit{Z. Chen} (ed.) and \textit{R. E. Ewing} (ed.), Fluid flow and transport in porous media: mathematical and numerical treatment. Proceedings of an AMS-IMS-SIAM joint summer research conference, Mount Holyoke College, South Hadley, MA, USA, June 17--21, 2001. Providence, RI: AMS, American Mathematical Society (2002; Zbl 0991.00049) Full Text: DOI