A 2D Depth-averaged Advection Dispersion Equation Finite Difference Model Code for Transverse Solute Mixing
An Advection Diffusion Equation Finite Difference Model for predicting transverse concentration profiles from variable depth, velocity, and transverse dispersion coefficient profiles.
The MATLAB function ADE_FDM provides an implementation of the double sweep algorithm to numerically solve the 2D Advection-Diffusion Equation, Equation 3, in finite difference form, Equation A1 from West et al., 2021 in the MATLAB programming language.
This deposit includes the model code, ADE_FDM.m as well as the FDMdemo.mlx live script and FDMdemo.pdf version of the live script demonstrating the use of the model code.
Funding
Residence Times in Vegetated Stormwater Ponds
Engineering and Physical Sciences Research Council
Find out more...Residence Times in Vegetated Stormwater Ponds
Engineering and Physical Sciences Research Council
Find out more...Modelling Mixing Mechanisms in 1D Water Network Models
Engineering and Physical Sciences Research Council
Find out more...History
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