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“Modeling Shallow Water Flows Using the Discontinuous Galerkin Method (English Edition)”,作者:[Abdul A. Khan, Wencong Lai]

Modeling Shallow Water Flows Using the Discontinuous Galerkin Method (English Edition) Kindle电子书

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作者简介

Abdul A. Khan, Ph.D., is an associate professor in the Glenn Department of Civil Engineering at Clemson University (South Carolina). He received a Ph.D. from the University of Alberta, Edmonton, Canada. After his Ph.D., Dr. Khan worked at the National Center for Computational Hydroscience and Engineering, University of Mississippi, before moving to Clemson University. He has been working in the area of computational modeling of river hydraulics, dam-break flows, and sediment transport for the past 20 years. He has published close to 50 journal articles related to his research work and several papers on river flood and dam-break flow modeling. Wencong Lai, Ph.D., earned a Ph.D. (2012) and an M.S. (2010) in civil engineering from Clemson University, in the area of applied fluid mechanics, and a B.E. (2008) in water conservancy and hydropower engineering from Huazhong University of Science and Technology, China. He is currently a postdoctorate research associate at the University of Wyoming and a member of the CI-WATER's High-Resolution Multi-Physics Watershed Modeling team. Dr. Lai's research focuses on computational hydraulics and hydrology. He has developed numerical models for shallow water flows in natural rivers and watersheds using the discontinuous Galerkin finite element method. --此文字指其他 kindle_edition 版本。

目录

Introduction A historical overview Organization of the book References General formulation of the discontinuous Galerkin method Conservation form of equations Shape functions Isoparametric mapping Numerical integration Approximate Riemann solvers Time integration References Discontinuous Galerkin method for one-dimensional nonconservative equations Discontinuous Galerkin method for ordinary differential equations 1D Linear convection 1D Transient diffusion 1D Steady diffusion References One-dimensional conservation laws Burgers' equation Total variation diminishing slope limiter Shallow water flow equations in rectangular channels DG method for shallow water flow equations Numerical tests References One-dimensional shallow water flow in nonrectangular channels General form of the Saint Venant equations Discontinuous Galerkin method for general Saint Venant equations Numerical tests References Two-dimensional conservation laws Pure convection in 2D Governing equation of convection in 2D Discontinuous Galerkin formulation for 2D convection Slope limiters Numerical tests References Two-dimensional shallow water flow in channels with horizontal beds Two-dimensional shallow water flow equations for a horizontal bed channel Numerical flux Dry bed treatment Numerical tests References Two-dimensional shallow water flow in channels with bed variations Two-dimensional shallow water flow equations for natural channels Numerical flux and source term treatment Numerical tests in channels with irregular beds References Pollutant transport Pollutant transport in 1D Pollutant transport in 2D References Concluding remarks Summary Current research topics References Index --此文字指其他 kindle_edition 版本。

基本信息

  • 文件大小 : 21023 KB
  • 生词提示功能 : 未启用
  • 纸书页数 : 215页
  • 标准语音朗读 : 未启用
  • X-Ray : 未启用
  • 出版社 : CRC Press; 第 1st 版 (2014年3月3日)
  • 语种: : 英语
  • ASIN : B00I60MV80
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