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Keyword [Finite-volume scheme]
Result: 21 - 40 | Page: 2 of 3
21. WENO Methods And The Applications In Convection Diffusion Equations
22. WAF And MUSCL-HLLC Finite Volume Scheme And The Applications In Dam-break Problem
23. Research On Conservative Positivity Persevering Repair Algorithm And Positivity-preserving Scheme For Diffusion Equation
24. A Class Of Compact High Accuracy Finite Volume Schemes For Elliptic Equations With Mixed Boundary Conditions
25. Two Kinds Of High Accuracy Finite Volume Methods For Two-Point Boundary Value Problems
26. Some Problems Multi-media Center Type ALE Method Hydrodynamics
27. Unit - Centered Finite Volume Scheme For Diffusion Equation On Arbitrary Polygon Meshes
28. High Order Compact Finite Volume Scheme For Interface Problem With Two Mixed Point Boundary Conditions
29. Some Methods To Eliminate The Cell-vertex Unknowns In The Construction Of Monotone Finite Volume Scheme For Three-dimensional Diffusion Equations
30. Characteristic Compact Finite Volume Method Of The Convection-diffusion Equation
31. A High Resolution Finite Volume Scheme For One Dimensional Euler Equations
32. The Research And Application Of Positivity Scheme For Convection-diffusion Equation On Deformed Meshes
33. Nonlinear Finite Volume Method Preserving Maximum Principle
34. Research On The Principle Of Positivity-preserving Extremum Principle Format For Convection-diffusion Equation
35. Compact Finite Volume Scheme And Its Error Analysis For Fourth-Order Linear Equation
36. A Nonlinear Positive Preserving Finite Volume Scheme For Three-dimensional Convection-diffusion Equations
37. A Nonlinear Monotone Finite Volume Scheme For Three-dimensional Diffusion Equations On Tetrahedral Meshes
38. The Methods To Construct The Discrete Conserved Flux In The Finite Volume Scheme Preserving Extremum Principle For Three-Dimensional Diffusion Equations
39. A High Resolution Finite Volume Scheme For Traffic Flow On Networks
40. A Monotone Correction For The Finite Volume Scheme Of Diffusion Equation On Distorted Meshes
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