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A High-Order Piecewise Polynomial Reconstruction for Finite-Volume Methods Solving Convection and Diffusion Equations
Dartzi Pan
Department of Aeronautics and Astronautics
Research output
:
Contribution to journal
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Article
›
peer-review
4
Citations (Scopus)
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Dive into the research topics of 'A High-Order Piecewise Polynomial Reconstruction for Finite-Volume Methods Solving Convection and Diffusion Equations'. Together they form a unique fingerprint.
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Mathematics
Finite Volume Method
92%
Diffusion equation
79%
Cell
62%
Higher Order
60%
Fourth Order
24%
Extrapolate
20%
Linear Diffusion
18%
High Order Accuracy
17%
Derivative
17%
Flow Field
16%
High-order Methods
16%
Polynomial
14%
Finite Volume
14%
Conservation Laws
13%
Model-based
12%
Linear equation
11%
Mesh
11%
Unknown
9%
Demonstrate
8%
Engineering & Materials Science
Finite volume method
93%
Convection
83%
Polynomials
65%
Derivatives
46%
Conservation
27%
Flow of fluids
25%
Flow fields
23%
Fluxes
22%
Physics & Astronomy
finite volume method
100%
polynomials
75%
convection
72%
cells
45%
conservation laws
15%
fluid flow
13%
mesh
13%
flow distribution
11%