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Partial differential equations / Finite element method / Continuum mechanics / Spectral element method / Spectral method / Galerkin method / Boris Galerkin / Polynomial interpolation / Basis function / Mathematical analysis / Mathematics / Numerical analysis


Advances in Water Resources[removed]–140 www.elsevier.com/locate/advwatres Application of the discontinuous spectral Galerkin method to groundwater flow Sergio Fagherazzi
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Document Date: 2010-11-09 12:09:01

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City

Tallahassee / Nashville / San Jose / /

Company

X oY / Elsevier Ltd. / oX oY / ov oY / Cadence Design Systems Inc. / /

Country

United States / /

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Facility

Vanderbilt University / Dirac Science Library / Geophysical Fluid Dynamics Institute / Florida State University / /

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IndustryTerm

given analytical solution / nite-element algorithm / nite-element solutions / smooth solutions / analytical solution / non-smooth solutions / steadystate analytical solution / approximate solution / tensor product / non-smooth solution / continuous solution / porous media / realistic solutions / computing / rst order algorithm / steady-state solution / discontinuous and heterogeneous systems / /

Organization

Geological Sciences and Geophysical Fluid Dynamics Institute / Florida State University / School of Computational Science and Information Technology / Vanderbilt University / Department of Geological Sciences / Department of Earth and Environmental Sciences / /

Person

Patrick Rasetarinera / Discontinuous Galerkin / Sergio Fagherazzi / David Jon Furbish / Ty / Discontinuous Galerkin Mesh / /

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Position

hydraulic head / head at the center / head at the boundaries / Fixed Head / 25m Fixed Head / head / Corresponding author / /

ProgrammingLanguage

FL / /

ProvinceOrState

Tennessee / Florida / California / /

Technology

nite-element algorithm / rst order algorithm / Information Technology / hybridization / Fluid Dynamics / simulation / Schwarz algorithm / /

URL

www.elsevier.com/locate/advwatres / /

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