Convection-Dominated Diffusion Flows
Convection-Diffusion Solver in 2D
- Features:
- Equation: The convection-diffusion equation
of general convection and diffusion coefficients
- Domain: Rectangle
- Mesh: Uniform
- Discretizer: Non-Oscillatory Crank-Nicolson Method
(newly-developed).
- The solvers: ADI
& Stone's Strongly Implicit Procedure (SIP)
- Language: C++, C, and F77
- Note: This is from a joint work with Prof. Eitan Tadmor,
UCLA.
- Source code & Documentation:
Convection2D.CF.tar and
CU2_CN_ConvDiff.ps
Particle-In-Cell (PIC) Method in 2D
- Features:
- Equation: The convection-diffusion equation
of general convection and diffusion coefficients
- Domain: Rectangle
- Mesh: Uniform
- Discretizer: Operator splitting, dual-mesh characteristics,
and the central FD.
- The elliptic solver: PCG-ILU0
- Language: C++, C, and F77
- Note: This is a cowork with Dr. David Chock,
Ford Research Laboratory.
- Source code & Documentation:
PIC.CF.tar and
PIC_ConvDiff.ps.
[Top | Bottom]
Unsteady, Incompressible Navier-Stokes Equations in 2D
- Features:
- Equation: The unsteady, incompressible, viscous
Navier-Stokes equations in 2D
- Domain: Rectangle
- Mesh: Structured (Uniform or nonuniform)
- Discretizer: Operator splitting of a high-order accuracy
and Finite volume method
- The elliptic solver: Stone's method and PCG-ILU0
- Language: C++, C, and F77
- Source code & Documentation:
NS_OperSplit11.CF.tar and
NS_OperSplit.ps.
[Top | Bottom]