An Adjusted QUICK Scheme Based on a New Finite Variable Difference Method and Characteristic Polynomial Analysis Method
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概要
著者
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Sakai Katsuhiro
Department 2 Technology Research Division 4 Honda R&d Co. Ltd. Automobile R&d Center
関連論文
- Development of Locally Exact Numerical Scheme LENS Essentially Stable for All Mesh Reynolds Number (I) : Spatially Dependent Coefficients
- A New Finite Variable Difference Method and its Application for Locally Exact Numerical Scheme LENS Using Characteristic Polynomial Analysis Method
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- Optimized Locally Exact Numerical Scheme Based on Finite Variable Difference Method and Characteristic Polynomial Analysis Method In Case of Convection-Diffusion Equation without Source Terms
- Numerical Study on Nonlinear Wave Propagation of Burgers' Equation Using Finite Variable Difference Schemes
- An Adjusted QUICK Scheme Based on a New Finite Variable Difference Method and Characteristic Polynomial Analysis Method
- An Extended Finite Variable Difference Method with Application to QUICK Scheme
- A Nonlocally Exact Finite Difference Scheme