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On the velocity-vorticity-pressure least-squares finite element method for the stationary incompressible Oseen problem
Chiung Chiou Tsai,
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
:
雜誌貢獻
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期刊論文
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同行評審
16
引文 斯高帕斯(Scopus)
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Keyphrases
Least-squares Finite Element Method
100%
Velocity-vorticity
100%
Oseen Problem
100%
Reynolds number
33%
Convergence Rate
33%
Vorticity
33%
Large Reynolds numbers
33%
First Order Systems
33%
Priori Estimates
33%
Navier-Stokes Solution
33%
Energy Functional
16%
Numerical Results
16%
Numerical Experiments
16%
Error Analysis
16%
Least Squares
16%
Approximate Solution
16%
Incompressible Navier-Stokes Equations
16%
Exact Solutions
16%
Least Square Method
16%
Velocity Boundary Condition
16%
Finite Element Approximation
16%
System Issues
16%
Degree of Approximation
16%
Optimal Convergence Rate
16%
Weighted Least-squares Approximation
16%
Iteration Scheme
16%
Weighted Least Squares
16%
Coercivity
16%
Least Squares Approximation
16%
Weighted Least Square Method
16%
Convergence in L2-norm
16%
Mathematics
Finite Element Method
100%
Least Square
100%
Reynolds Number
100%
Weighted Least Squares
75%
Stokes Problem
50%
Least Squares Approximation
50%
Priori Estimate
50%
Convergence Rate
25%
Error Analysis
25%
Finite Element Approximation
25%
Numerical Experiment
25%
Approximate Solution
25%
Approximation Order
25%
Two Dimensions
25%
Square Method
25%
Energy Functional
25%
Iteration Scheme
25%
Boundary Condition
25%
Navier-Stokes Equation
25%