A Linearized Finite Difference Scheme for the Richards Equation Under Variable-Flux Boundary Conditions.
Fengnan LiuYasuhide FukumotoXiaopeng ZhaoPublished in: J. Sci. Comput. (2020)
Keyphrases
- finite difference
- boundary conditions
- diffusion equation
- numerical scheme
- hamilton jacobi
- semi implicit
- numerical solution
- finite element
- boundary value problem
- poisson equation
- partial differential equations
- numerical analysis
- shape from shading
- sufficient conditions
- reaction diffusion
- finite element model
- level set
- scale spaces
- post processing
- differential equations
- nonlinear diffusion
- image features
- multiscale
- computer vision