I'm trying to expand the 1D wave equation example to 2D with slightly different conditions as follows:
f(x,5,t)=f(0,y,t)=f(5,y,t)=f(x,0,t)=0, where all the boundries are absorbing (zero)
a source function f(0.5,2.5,t)= 2 * sin (2 pi t)
and an initial condition f(x,y,0) = 0
I'm not sure if such a time-dependent source term is possible to implement. This is my attempt, but the results are not really good.
Hi and thank you for your contribution!
I'm trying to expand the 1D wave equation example to 2D with slightly different conditions as follows:
f(x,5,t)=f(0,y,t)=f(5,y,t)=f(x,0,t)=0, where all the boundries are absorbing (zero) a source function f(0.5,2.5,t)= 2 * sin (2 pi t) and an initial condition f(x,y,0) = 0
I'm not sure if such a time-dependent source term is possible to implement. This is my attempt, but the results are not really good.
https://colab.research.google.com/drive/1M1asbREhXFwI4eJIzF5kO4PpkL4Bpzv8?usp=sharing
Please assist me with this implementation, as I would love to include the results in my research.