In order to better reflect the diffusion process of pollutants in fluids, a four-dimensional water quality model is proposed based on the one-dimensional water quality model. According to the law of conservation of mass during diffusion, a differential equation for pollutant diffusion is established through three-dimensional Fourier transform, and then a reasonable simplification is performed to obtain an analytical expression for the change of pollutant concentration at each point in the water body over time, and a simulation result is obtained on the MTALAB platform through an example.
You Might Like
Recommended ContentMore
Open source project More
Popular Components
Searched by Users
Just Take a LookMore
Trending Downloads
Trending ArticlesMore