I am trying to solve a partial differential equation which gives as a solution a function $f(x,y,z,t)$. I would like to visualise this object and assume that this could perhaps be done by means on an animation of a 3d density plot.
Does anybody have a good suggestion for how to tackle this problem?
The PDE for the wave equation is $[\partial_t^2-\partial_x^2-\partial_y^2-\partial_z^2]f(x,y,z,t)=0$. My PDE looks very similar to it - it has a nonlinearity in f(x,y,z,t) added. But this does not change the issue with the visualisation. On stackexchange I have not found much about how to effectively visualise such a function. If there is anybody with experience I would be happy!