Can one hope that next version of Maple will be able to solve the standard convection-diffusion pde in 1D?
in 1D. Even the most simple form with zero boundary conditions can't be solved.
sol:=pdsolve([pde,ic,bc],u(x,t)) assuming d>0,c>0,L>0
sol := NULL
I tried some HINT's also but not all of them.
FYI, Mathematica 12.1 is now able to solve the above PDE
Is it possible I am overlooking some other option or a trick to obtain solution for the above using pdsolve? Only reason I am asking is that Maple can solve much more complicated PDE's and the above is one of the basic diffusion based PDE's. So I am surprised why Maple still can't solve this as it is just a seperation of variables method.
Maple 2020 on windows 10. Physics version 631