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A novel least-squares finite e lement method enriched with residual-free bubbles for solving convection-dominated problems
Po Wen Hsieh,
Suh Yuh Yang
認知智慧與精準健康照護研究中心
數學系
研究成果
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雜誌貢獻
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期刊論文
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同行評審
9
引文 斯高帕斯(Scopus)
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Keyphrases
Least Squares
100%
Least-squares Finite Element Method
100%
Residual-free Bubbles
100%
Convection-dominated Problems
100%
Bubble Functions
16%
Convection-diffusion Problem
16%
Scalar
8%
Layered Structure
8%
Low Computational Complexity
8%
Numerical Experiments
8%
Two-level
8%
Linear Systems
8%
Computational Cost
8%
First-order
8%
Least Squares Approach
8%
Stabilized Methods
8%
Linear Elements
8%
Piecewise Linear
8%
First Order Systems
8%
Convection-dominated
8%
Galerkin Least Squares
8%
Stability Parameters
8%
Convection-diffusion Equation
8%
Small Diffusivity
8%
Fine Mesh
8%
Higher-order Elements
8%
Mixed Problem
8%
Positive Definite
8%
Bubbling Method
8%
Mathematics
Least Square
100%
Residuals
100%
Finite Element Method
80%
Computational Cost
13%
Approximates
6%
Linear System
6%
Linear Element
6%
Piecewise Linear
6%
Numerical Experiment
6%
Diffusion Equation
6%
Positive Definite
6%
Mixed Problem
6%
Linear Part
6%
Engineering
Least Square
100%
Finite Element Method
80%
Computational Cost
13%
Diffusion Problem
13%
Diffusivity
6%
Diffusion Equation
6%
Layer Structure
6%
Linear Element
6%
Numerical Experiment
6%
Positive Definite
6%
Fine Mesh
6%
Mixed Problem
6%
Stabilized Method
6%