Thank you so much! I am glad the algorithm brought you here as well! I have a lot more similar content in my pipeline over the next few weeks. Please let me know any topics you'd like to see covered within computational physics, data science, data visualization, Python programming, or adjacent areas.
Great question. This is a complex topic. "open outflow boundary conditions", "zero gradient boundary conditions", or "absorbing boundary conditions" are all terms you can use to learn about ways people have approached this problem. They all have flaws. It is a very desirable boundary condition in many real world systems, but it presents significant difficulties in implementation.
This is great, I'm glad the algorithm brought me here 👍
Thank you so much! I am glad the algorithm brought you here as well! I have a lot more similar content in my pipeline over the next few weeks. Please let me know any topics you'd like to see covered within computational physics, data science, data visualization, Python programming, or adjacent areas.
Nice job! I look forward to witnessing similar efforts applied to the 2D shallow water equations.
Thanks! I have a few projects higher in my queue for courses I am teaching, but the Saint-Venant Shallow Water Equations are on my list.
I’d like to check making some custom wave simulations over the summer, so this will help!
Good. Have fun playing with the code!
Nice
Thank you! Let me know anything related you'd like to see covered in a video.
Hello! How could I change the boundaries condition to produce an absorbing boundary ?
Thanks alot!
Great question. This is a complex topic. "open outflow boundary conditions", "zero gradient boundary conditions", or "absorbing boundary conditions" are all terms you can use to learn about ways people have approached this problem. They all have flaws. It is a very desirable boundary condition in many real world systems, but it presents significant difficulties in implementation.